{ "nbformat": 4, "nbformat_minor": 0, "metadata": { "accelerator": "GPU", "colab": { "name": "Combining the power of PyTorch and NiftyNet.ipynb", "version": "0.3.2", "provenance": [], "collapsed_sections": [], "toc_visible": true }, "kernelspec": { "display_name": "Python 3", "language": "python", "name": "python3" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.6.8" } }, "cells": [ { "cell_type": "markdown", "metadata": { "colab_type": "text", "id": "7L7_DBmQzrY_" }, "source": [ "# Combining the power of PyTorch and NiftyNet" ] }, { "cell_type": "markdown", "metadata": { "id": "piVSIuG49xsT", "colab_type": "text" }, "source": [ "## Contents" ] }, { "cell_type": "markdown", "metadata": { "colab_type": "text", "id": "ltcwoYBm7_fF" }, "source": [ "1. [Introduction](#Introduction)\n", "2. [Running the notebook](#Running-the-notebook)\n", "3. [Setup](#Setup)\n", "4. [Transferring parameters from NiftyNet to PyTorch](#Transferring-parameters-from-NiftyNet-to-PyTorch)\n", "5. [Testing the model](#Testing-the-model)\n", "6. [Future work](#Future-work)\n", "7. [Conclusion](#Conclusion)\n", "8. [Acknowledgments](#Acknowledgments)\n", "\n" ] }, { "cell_type": "markdown", "metadata": { "id": "pCLyphMDb-64", "colab_type": "text" }, "source": [ "## Introduction" ] }, { "cell_type": "markdown", "metadata": { "colab_type": "text", "id": "5bsZ0Xi2z2Je" }, "source": [ "NiftyNet is \"[an open source convolutional neural networks platform for medical image analysis and image-guided therapy](https://niftynet.io/)\" built on top of [TensorFlow](https://www.tensorflow.org/). Due to its available implementations of successful architectures, patch-based sampling and straightforward configuration, it has become a [popular choice](https://github.com/NifTK/NiftyNet/network/members) to get started with deep learning in medical imaging.\n", "\n", "PyTorch is \"[an open source deep learning platform that provides a seamless path from research prototyping to production deployment](https://pytorch.org/)\". It is low-level enough to offer a lot of control over what is going on under the hood during training, and its [dynamic computational graph](https://medium.com/intuitionmachine/pytorch-dynamic-computational-graphs-and-modular-deep-learning-7e7f89f18d1) allows for easy debugging. Being a generic deep learning framework, it is not tailored to the needs of the medical imaging field, although its popularity in this field is increasing rapidly.\n", "\n", "One can [extend a NiftyNet application](https://niftynet.readthedocs.io/en/dev/extending_app.html), but it is not straightforward without being familiar with the framework and fluent in TensorFlow 1.X. Therefore it can be convenient to implement applications in PyTorch using NiftyNet models and functionalities. In particular, combining both frameworks allows for fast architecture experimentation and transfer learning.\n", "\n", "So why not use [both](https://www.youtube.com/watch?v=vqgSO8_cRio&feature=youtu.be&t=5)? In this tutorial we will port the parameters of a model trained on NiftyNet to a PyTorch model and compare the results of running an inference using both frameworks." ] }, { "cell_type": "markdown", "metadata": { "colab_type": "text", "id": "owZ4Cew-0D-H" }, "source": [ "### Image segmentation" ] }, { "cell_type": "markdown", "metadata": { "id": "21Sdl4ylayLD", "colab_type": "text" }, "source": [ "Although NiftyNet supports different applications, it is mostly used for medical image segmentation.\n", "\n", "***Image segmentation using deep learning*** were the 5 most common words in all full paper titles from *both* [MICCAI 2018](https://www.miccai2018.org/en/) and [MIDL 2019](https://2019.midl.io/), which shows the interest of the medical imaging community in the topic." ] }, { "cell_type": "markdown", "metadata": { "id": "3HsS0Isg-GP0", "colab_type": "text" }, "source": [ "

"Image segmentation using deep learning", guess this is the hottest topic in MIDL #MIDL2019 @midl_conference pic.twitter.com/64smdMjnxY

— Hua Ma (@forever_pippo) July 8, 2019
" ] }, { "cell_type": "markdown", "metadata": { "id": "jJ8E26da-GP1", "colab_type": "text" }, "source": [ "

Just like #miccai2018! pic.twitter.com/3ZTHxj9iPT

— Julia Schnabel (@ja_schnabel) July 8, 2019
" ] }, { "cell_type": "markdown", "metadata": { "id": "v16_WPuKmtDm", "colab_type": "text" }, "source": [ "### HighRes3DNet" ] }, { "cell_type": "markdown", "metadata": { "id": "i_trk4Gv-GP4", "colab_type": "text" }, "source": [ "\"drawing\"" ] }, { "cell_type": "markdown", "metadata": { "id": "IHNg6sBD-GP7", "colab_type": "text" }, "source": [ "HighRes3DNet is a residual convolutional neural network architecture designed to have a large receptive field and preserve a high resolution using a relatively small number of parameters. It was presented in 2017 by Li et al. at IPMI: [*On the Compactness, Efficiency, and Representation of 3D Convolutional Networks: Brain Parcellation as a Pretext Task*](https://arxiv.org/abs/1707.01992)." ] }, { "cell_type": "markdown", "metadata": { "id": "vOJMIC9j-GP8", "colab_type": "text" }, "source": [ "\"HighRes3DNet\"" ] }, { "cell_type": "markdown", "metadata": { "id": "CW59Mlpf-GP9", "colab_type": "text" }, "source": [ "The authors used NiftyNet to implement and train a model based on this architecture to perform [brain parcellation](https://ieeexplore.ieee.org/document/7086081?arnumber=7086081) using $T_1$-weighted MR images from the [ADNI dataset](http://adni.loni.usc.edu/). They achieved competitive segmentation performance compared with state-of-the-art architectures such as [DeepMedic](https://biomedia.doc.ic.ac.uk/software/deepmedic/) or [U-Net](https://arxiv.org/abs/1606.06650).\n", "\n", "This figure from the paper shows a parcellation produced by HighRes3DNet:\n", "\n", "\"Input\n", "\"Output\n", "\n", "\n", "\n" ] }, { "cell_type": "markdown", "metadata": { "id": "4gDgyxQH-GP-", "colab_type": "text" }, "source": [ "The code of the architecture is on [NiftyNet GitHub repository](https://github.com/NifTK/NiftyNet/blob/dev/niftynet/network/highres3dnet.py). The authors have uploaded the parameters and configuration file to the [Model Zoo](https://github.com/NifTK/NiftyNetModelZoo/tree/5-reorganising-with-lfs/highres3dnet_brain_parcellation).\n", "\n", "After reading the paper and the code, it is relatively straightforward to [implement the same architecture using PyTorch](https://github.com/fepegar/highresnet)." ] }, { "cell_type": "markdown", "metadata": { "id": "jfnsSHJh-GRn", "colab_type": "text" }, "source": [ "## Running the notebook" ] }, { "cell_type": "markdown", "metadata": { "id": "BAbMnglFJJx3", "colab_type": "text" }, "source": [ "All the code is hosted in a GitHub repository:\n", "[`fepegar/miccai-educational-challenge-2019`](https://github.com/fepegar/miccai-educational-challenge-2019).\n", "\n", "The latest release can also be found on the Zenodo repository under this DOI: [10.5281/zenodo.3352316](https://doi.org/10.5281/zenodo.3352316)." ] }, { "cell_type": "markdown", "metadata": { "id": "0w-5ghoyBZN1", "colab_type": "text" }, "source": [ "### Online" ] }, { "cell_type": "markdown", "metadata": { "id": "WyKog0VdBhUo", "colab_type": "text" }, "source": [ "If you have a Google account, the best way to run this notebook seamlessly is using [Google Colab](https://colab.research.google.com/drive/1vqDojKuC4Svb97LdoEyZQygm3jccX4hr). You will need to click on \"Open in playground\", at the top left:\n", "\n", "![Playground mode screenshot](https://github.com/fepegar/miccai-educational-challenge-2019/raw/master/images/playground.png)\n", "\n", "You will also get a couple of warnings that you can safely ignore. The first one warns about this notebook not being authored by Google and the second one asks for confirmation to reset all runtimes. These are valid points, but will not affect this tutorial.\n", "\n", "[![Open In Colab](https://colab.research.google.com/assets/colab-badge.svg)](https://colab.research.google.com/drive/1vqDojKuC4Svb97LdoEyZQygm3jccX4hr)\n", "\n", "---\n", "\n", "Please [report any issues on GitHub](https://github.com/fepegar/miccai-educational-challenge-2019/issues/new) and I will fix them. You can also [drop me an email](mailto:fernando.perez.garcia.17@ucl.ac.uk?subject=Combining%20the%20power%20of%20PyTorch%20and%20NiftyNet) if you have any questions or comments.\n", "\n" ] }, { "cell_type": "markdown", "metadata": { "id": "aNVkCt5vBe0V", "colab_type": "text" }, "source": [ "### Locally" ] }, { "cell_type": "markdown", "metadata": { "id": "JuJmtAHl-GRn", "colab_type": "text" }, "source": [ "To write this notebook I used Ubuntu 18.04 installed on an Alienware 13 R3 laptop, which includes a 6-GB GeForce GTX 1060 NVIDIA GPU. I am using CUDA 9.0.\n", "\n", "Inference using PyTorch took 5725 MB of GPU memory. TensorFlow usually takes as much as possible beforehand." ] }, { "cell_type": "markdown", "metadata": { "id": "pzitKNDD-GRq", "colab_type": "text" }, "source": [ "To run this notebook locally, I recommend downloading the repository and creating a [`conda`](https://docs.conda.io/en/latest/miniconda.html) environment:\n", "\n", "```shell\n", "git clone https://github.com/fepegar/miccai-educational-challenge-2019.git\n", "cd miccai-educational-challenge-2019\n", "conda create -n mec2019 python=3.6 -y\n", "conda activate mec2019 && conda install jupyterlab -y && jupyter lab\n", "```" ] }, { "cell_type": "markdown", "metadata": { "id": "Ne0BYvIHFJzR", "colab_type": "text" }, "source": [ "### nbviewer" ] }, { "cell_type": "markdown", "metadata": { "id": "t4c313Z_FPeb", "colab_type": "text" }, "source": [ "An already executed version of the notebook can be rendered using [nbviewer](https://nbviewer.jupyter.org/github/fepegar/miccai-educational-challenge-2019/blob/master/Combining_the_power_of_PyTorch_and_NiftyNet.ipynb?flush_cache=true).\n", "\n", "\n", " \n", "" ] }, { "cell_type": "markdown", "metadata": { "id": "vooxt1Jt4efL", "colab_type": "text" }, "source": [ "### Interactive volume plots" ] }, { "cell_type": "markdown", "metadata": { "id": "sMEKcXj14iy0", "colab_type": "text" }, "source": [ "If you run the notebook, you can use interactive plots to navigate through the volume slices by setting this variable to `True`. You might need to run the volume visualization cells individually after running the whole notebook. This feature is experimental and therefore disabled by default." ] }, { "cell_type": "code", "metadata": { "id": "FT17pIB249jn", "colab_type": "code", "colab": {} }, "source": [ "interactive_plots = False" ], "execution_count": 0, "outputs": [] }, { "cell_type": "markdown", "metadata": { "colab_type": "text", "id": "FZzLgIR80mVQ" }, "source": [ "## Setup" ] }, { "cell_type": "markdown", "metadata": { "colab_type": "text", "id": "8BIsvPiS4ghW" }, "source": [ "### Install and import libraries" ] }, { "cell_type": "markdown", "metadata": { "id": "3Qtauo5uO70v", "colab_type": "text" }, "source": [ "Clone NiftyNet and some custom Python libraries for this notebook. This might take one or two minutes." ] }, { "cell_type": "code", "metadata": { "colab_type": "code", "id": "X2uoosvx1uxh", "colab": {} }, "source": [ "%%capture --no-stderr\n", "# This might take about 30 seconds\n", "!rm -rf NiftyNet && git clone https://github.com/NifTK/NiftyNet --depth 1\n", "!cd NiftyNet && git checkout df0f86733357fdc92bbc191c8fec0dcf49aa5499 && cd ..\n", "!pip install -r NiftyNet/requirements-gpu.txt\n", "!curl -O https://raw.githubusercontent.com/fepegar/miccai-educational-challenge-2019/master/requirements.txt\n", "!curl -O https://raw.githubusercontent.com/fepegar/miccai-educational-challenge-2019/master/tf2pt.py\n", "!curl -O https://raw.githubusercontent.com/fepegar/miccai-educational-challenge-2019/master/utils.py\n", "!curl -O https://raw.githubusercontent.com/fepegar/miccai-educational-challenge-2019/master/visualization.py\n", "!curl -O https://raw.githubusercontent.com/fepegar/miccai-educational-challenge-2019/master/highresnet_mapping.py\n", "!curl -O https://raw.githubusercontent.com/fepegar/highresnet/master/GIFNiftyNet.ctbl\n", "!pip install -r requirements.txt\n", "!pip install --upgrade numpy\n", "!pip install ipywidgets\n", "import sys\n", "sys.path.insert(0, 'NiftyNet')" ], "execution_count": 0, "outputs": [] }, { "cell_type": "code", "metadata": { "colab_type": "code", "id": "TdjKHmBb82qG", "outputId": "9cd83db3-e0e2-44bf-a34f-456fe36bc5d4", "colab": { "base_uri": "https://localhost:8080/", "height": 34 } }, "source": [ "%matplotlib inline\n", "%config InlineBackend.figure_format='retina'\n", "\n", "import os\n", "import tempfile\n", "from pathlib import Path\n", "from configparser import ConfigParser\n", "\n", "import numpy as np\n", "import pandas as pd\n", "\n", "try:\n", " # Fancy rendering of Pandas tables\n", " import google.colab.data_table\n", " %load_ext google.colab.data_table\n", " print(\"We are on Google Colab\")\n", "except ModuleNotFoundError:\n", " print(\"We are not on Google Colab\")\n", " pd.set_option('display.max_colwidth', -1) # do not truncate strings when displaying data frames\n", " pd.set_option('display.max_rows', None) # show all rows\n", "\n", "import torch\n", "\n", "from highresnet import HighRes3DNet" ], "execution_count": 3, "outputs": [ { "output_type": "stream", "text": [ "We are on Google Colab\n" ], "name": "stdout" } ] }, { "cell_type": "code", "metadata": { "id": "pNpcQ8mZJm6H", "colab_type": "code", "colab": {} }, "source": [ "%%capture\n", "os.environ['TF_CPP_MIN_LOG_LEVEL'] = '2'\n", "from tensorflow.python.util import deprecation\n", "deprecation._PRINT_DEPRECATION_WARNINGS = False\n", "\n", "import tf2pt\n", "import utils\n", "import visualization\n", "import highresnet_mapping\n", "\n", "if interactive_plots: # for Colab or Jupyter\n", " plot_volume = visualization.plot_volume_interactive\n", "else: # for HTML, GitHub or nbviewer\n", " plot_volume = visualization.plot_volume\n", "\n", "from niftynet.io.image_reader import ImageReader\n", "from niftynet.engine.sampler_grid_v2 import GridSampler\n", "from niftynet.engine.windows_aggregator_grid import GridSamplesAggregator\n", "from niftynet.layer.pad import PadLayer\n", "from niftynet.layer.binary_masking import BinaryMaskingLayer\n", "from niftynet.layer.histogram_normalisation import HistogramNormalisationLayer\n", "from niftynet.layer.mean_variance_normalisation import MeanVarNormalisationLayer" ], "execution_count": 0, "outputs": [] }, { "cell_type": "markdown", "metadata": { "colab_type": "text", "id": "O6Z5ftE48fxv" }, "source": [ "### Download NiftyNet model and test data" ] }, { "cell_type": "markdown", "metadata": { "id": "YHb8yWM7-GQJ", "colab_type": "text" }, "source": [ "We can use NiftyNet's `net_download` to get all we need from the [Model Zoo entry](https://github.com/NifTK/NiftyNetModelZoo/tree/5-reorganising-with-lfs/highres3dnet_brain_parcellation#downloading-model-zoo-files) corresponding to brain parcellation using HighRes3DNet:" ] }, { "cell_type": "code", "metadata": { "colab_type": "code", "id": "fA92bog98ewS", "colab": {} }, "source": [ "%%capture\n", "%run NiftyNet/net_download.py highres3dnet_brain_parcellation_model_zoo" ], "execution_count": 0, "outputs": [] }, { "cell_type": "code", "metadata": { "id": "zz1V4CKy-GQM", "colab_type": "code", "outputId": "371eb9fb-e327-4844-9cc4-e85e30dc6223", "colab": { "base_uri": "https://localhost:8080/", "height": 459 } }, "source": [ "niftynet_dir = Path('~/niftynet').expanduser()\n", "utils.list_files(niftynet_dir)" ], "execution_count": 6, "outputs": [ { "output_type": "stream", "text": [ "niftynet/\n", " data/\n", " OASIS/\n", " license\n", " OAS1_0145_MR2_mpr_n4_anon_sbj_111.nii.gz\n", " models/\n", " highres3dnet_brain_parcellation/\n", " inference_niftynet_log\n", " databrain_std_hist_models_otsu.txt\n", " settings_inference.txt\n", " Modality0.csv\n", " parcellation_output/\n", " window_seg_OAS1_0145_MR2_mpr_n4_anon_sbj_111__niftynet_out.nii.gz\n", " inferred.csv\n", " logs/\n", " models/\n", " model.ckpt-33000.meta\n", " model.ckpt-33000.data-00000-of-00001\n", " model.ckpt-33000.index\n", " extensions/\n", " __init__.py\n", " highres3dnet_brain_parcellation/\n", " __init__.py\n", " highres3dnet_config_eval.ini\n", " network/\n", " __init__.py\n" ], "name": "stdout" } ] }, { "cell_type": "markdown", "metadata": { "id": "yjpKmyji-GQO", "colab_type": "text" }, "source": [ "There are three directories under `~/niftynet`:\n", "1. `extensions` is a Python package that contains the [configuration file].(https://niftynet.readthedocs.io/en/dev/config_spec.html)\n", "2. `models` contains the landmarks for [histogram standardization](https://ieeexplore.ieee.org/document/836373) (an MRI preprocessing step) and the network parameters.\n", "3. `data` contains an [OASIS](https://www.oasis-brains.org/) MRI sample that can be used to test the model." ] }, { "cell_type": "markdown", "metadata": { "id": "c8vms-m2p5d3", "colab_type": "text" }, "source": [ "Here are the paths to the downloaded files and to the files that will be generated by the notebook. I use `nn` for NiftyNet, `tf` for TensorFlow and `pt` for PyTorch." ] }, { "cell_type": "code", "metadata": { "colab_type": "code", "id": "e3Ll7LVl4WtC", "colab": {} }, "source": [ "models_dir = niftynet_dir / 'models'\n", "zoo_entry = 'highres3dnet_brain_parcellation'\n", "input_checkpoint_tf_name = 'model.ckpt-33000'\n", "input_checkpoint_tf_path = models_dir / zoo_entry / 'models' / input_checkpoint_tf_name\n", "data_dir = niftynet_dir / 'data' / 'OASIS'\n", "config_path = niftynet_dir / 'extensions' / zoo_entry / 'highres3dnet_config_eval.ini'\n", "histogram_landmarks_path = models_dir / zoo_entry / 'databrain_std_hist_models_otsu.txt'\n", "tempdir = Path(tempfile.gettempdir()) / 'miccai_niftynet_pytorch'\n", "tempdir.mkdir(exist_ok=True)\n", "output_csv_tf_path = tempdir / 'variables_tf.csv'\n", "output_state_dict_tf_path = tempdir / 'state_dict_tf.pth'\n", "output_state_dict_pt_path = tempdir / 'state_dict_pt.pth'\n", "prediction_pt_dir = tempdir / 'prediction'\n", "prediction_pt_dir.mkdir(exist_ok=True)\n", "color_table_path = 'GIFNiftyNet.ctbl'" ], "execution_count": 0, "outputs": [] }, { "cell_type": "markdown", "metadata": { "id": "IwdjnYc--GQR", "colab_type": "text" }, "source": [ "Note that the path to the checkpoint is not a path to an existing filename, but the basename of the three checkpoint files." ] }, { "cell_type": "markdown", "metadata": { "id": "Fpb_C4qt-GQR", "colab_type": "text" }, "source": [ "## Transferring parameters from NiftyNet to PyTorch" ] }, { "cell_type": "markdown", "metadata": { "colab_type": "text", "id": "svG_jtqn0KGU" }, "source": [ "### Variables in TensorFlow world \n", "\n", "\"drawing\"" ] }, { "cell_type": "markdown", "metadata": { "id": "JfZfj1zs-GQT", "colab_type": "text" }, "source": [ "There are two modules that are relevant for this section in the\n", "[repository](https://github.com/fepegar/miccai-educational-challenge-2019).\n", "[`tf2pt`](https://github.com/fepegar/miccai-educational-challenge-2019/blob/master/tf2pt.py) contains generic functions that can be used to transform any TensorFlow model to PyTorch.\n", "[`highresnet_mapping`](https://github.com/fepegar/miccai-educational-challenge-2019/blob/master/highresnet_mapping.py) contains custom functions that are specific for HighRes3DNet.\n", "\n", "Let's see what variables are stored in the checkpoint.\n", "\n", "These are filtered out by\n", "[`highresnet_mapping.is_not_valid()`](https://github.com/fepegar/miccai-educational-challenge-2019/blob/c96777d654ac577c0dba218038f76c2497de946a/highresnet_mapping.py#L4-L11)\n", "for clarity:\n", "* Variables used by the Adam optimizer during training\n", "* Variables with no shape. They won't help much.\n", "* Variables containing `biased` or `ExponentialMovingAverage`. I have experimented with them and the results using these variables turned out to be different to the ones generated by NiftyNet." ] }, { "cell_type": "markdown", "metadata": { "id": "XLFf7VkP-GQT", "colab_type": "text" }, "source": [ "We will store the variables names in a data frame to list them in this notebook and the values in a Python dictionary to retrieve them later. I figured out the code in\n", "[`tf2pt.checkpoint_tf_to_state_dict_tf()`](https://github.com/fepegar/miccai-educational-challenge-2019/blob/c96777d654ac577c0dba218038f76c2497de946a/tf2pt.py#L90-L129)\n", "reading the corresponding [TensorFlow docs](https://www.tensorflow.org/api_docs/python/tf/train/list_variables) and [Stack Overflow answers](https://stackoverflow.com/search?q=restore+tensorflow)." ] }, { "cell_type": "code", "metadata": { "id": "N74zhuFYPwff", "colab_type": "code", "outputId": "330fba6e-fb22-4800-cc6b-82b9b3d18554", "colab": { "base_uri": "https://localhost:8080/", "height": 190 } }, "source": [ "# %%capture\n", "tf2pt.checkpoint_tf_to_state_dict_tf(\n", " input_checkpoint_tf_path=input_checkpoint_tf_path,\n", " output_csv_tf_path=output_csv_tf_path,\n", " output_state_dict_tf_path=output_state_dict_tf_path,\n", " filter_out_function=highresnet_mapping.is_not_valid,\n", " replace_string='HighRes3DNet/',\n", ")\n", "data_frame_tf = pd.read_csv(output_csv_tf_path)\n", "state_dict_tf = torch.load(output_state_dict_tf_path)" ], "execution_count": 8, "outputs": [ { "output_type": "stream", "text": [ "W0824 12:06:24.860505 140162299176832 deprecation_wrapper.py:119] From /content/tf2pt.py:106: The name tf.reset_default_graph is deprecated. Please use tf.compat.v1.reset_default_graph instead.\n", "\n", "W0824 12:06:24.872821 140162299176832 deprecation_wrapper.py:119] From /content/tf2pt.py:114: The name tf.get_variable is deprecated. Please use tf.compat.v1.get_variable instead.\n", "\n", "W0824 12:06:25.661258 140162299176832 deprecation_wrapper.py:119] From /content/tf2pt.py:122: The name tf.train.Saver is deprecated. Please use tf.compat.v1.train.Saver instead.\n", "\n", "W0824 12:06:25.749863 140162299176832 deprecation_wrapper.py:119] From /content/tf2pt.py:124: The name tf.Session is deprecated. Please use tf.compat.v1.Session instead.\n", "\n", "I0824 12:06:29.631742 140162299176832 saver.py:1280] Restoring parameters from /root/niftynet/models/highres3dnet_brain_parcellation/models/model.ckpt-33000\n" ], "name": "stderr" } ] }, { "cell_type": "code", "metadata": { "id": "5GoBd5Qq-GQU", "colab_type": "code", "outputId": "ba845b60-587f-4adc-9ec3-89493dbf2994", "colab": { "base_uri": "https://localhost:8080/", "height": 623 } }, "source": [ "data_frame_tf" ], "execution_count": 9, "outputs": [ { "output_type": "execute_result", "data": { "application/vnd.google.colaboratory.module+javascript": "\n import \"https://ssl.gstatic.com/colaboratory/data_table/a036b366c3cace79/data_table.js\";\n\n window.createDataTable({\n data: [[{\n 'v': 0,\n 'f': \"0\",\n },\n{\n 'v': 0,\n 'f': \"0\",\n },\n\"conv_0_bn_relu/bn_/beta\",\n\"16\"],\n [{\n 'v': 1,\n 'f': \"1\",\n },\n{\n 'v': 1,\n 'f': \"1\",\n },\n\"conv_0_bn_relu/bn_/gamma\",\n\"16\"],\n [{\n 'v': 2,\n 'f': \"2\",\n },\n{\n 'v': 2,\n 'f': \"2\",\n },\n\"conv_0_bn_relu/bn_/moving_mean\",\n\"16\"],\n [{\n 'v': 3,\n 'f': \"3\",\n },\n{\n 'v': 3,\n 'f': \"3\",\n },\n\"conv_0_bn_relu/bn_/moving_variance\",\n\"16\"],\n [{\n 'v': 4,\n 'f': \"4\",\n },\n{\n 'v': 4,\n 'f': \"4\",\n },\n\"conv_0_bn_relu/conv_/w\",\n\"3, 3, 3, 1, 16\"],\n [{\n 'v': 5,\n 'f': \"5\",\n },\n{\n 'v': 5,\n 'f': \"5\",\n },\n\"conv_1_bn_relu/bn_/beta\",\n\"80\"],\n [{\n 'v': 6,\n 'f': \"6\",\n },\n{\n 'v': 6,\n 'f': \"6\",\n },\n\"conv_1_bn_relu/bn_/gamma\",\n\"80\"],\n [{\n 'v': 7,\n 'f': \"7\",\n },\n{\n 'v': 7,\n 'f': \"7\",\n },\n\"conv_1_bn_relu/bn_/moving_mean\",\n\"80\"],\n [{\n 'v': 8,\n 'f': \"8\",\n },\n{\n 'v': 8,\n 'f': \"8\",\n },\n\"conv_1_bn_relu/bn_/moving_variance\",\n\"80\"],\n [{\n 'v': 9,\n 'f': \"9\",\n },\n{\n 'v': 9,\n 'f': \"9\",\n },\n\"conv_1_bn_relu/conv_/w\",\n\"1, 1, 1, 64, 80\"],\n [{\n 'v': 10,\n 'f': \"10\",\n },\n{\n 'v': 10,\n 'f': \"10\",\n },\n\"conv_2_bn/bn_/beta\",\n\"160\"],\n [{\n 'v': 11,\n 'f': \"11\",\n },\n{\n 'v': 11,\n 'f': \"11\",\n },\n\"conv_2_bn/bn_/gamma\",\n\"160\"],\n [{\n 'v': 12,\n 'f': \"12\",\n },\n{\n 'v': 12,\n 'f': \"12\",\n },\n\"conv_2_bn/bn_/moving_mean\",\n\"160\"],\n [{\n 'v': 13,\n 'f': \"13\",\n },\n{\n 'v': 13,\n 'f': \"13\",\n },\n\"conv_2_bn/bn_/moving_variance\",\n\"160\"],\n [{\n 'v': 14,\n 'f': \"14\",\n },\n{\n 'v': 14,\n 'f': \"14\",\n },\n\"conv_2_bn/conv_/w\",\n\"1, 1, 1, 80, 160\"],\n [{\n 'v': 15,\n 'f': \"15\",\n },\n{\n 'v': 15,\n 'f': \"15\",\n },\n\"res_1_0/bn_0/beta\",\n\"16\"],\n [{\n 'v': 16,\n 'f': \"16\",\n },\n{\n 'v': 16,\n 'f': \"16\",\n },\n\"res_1_0/bn_0/gamma\",\n\"16\"],\n [{\n 'v': 17,\n 'f': \"17\",\n },\n{\n 'v': 17,\n 'f': \"17\",\n },\n\"res_1_0/bn_0/moving_mean\",\n\"16\"],\n [{\n 'v': 18,\n 'f': \"18\",\n },\n{\n 'v': 18,\n 'f': \"18\",\n },\n\"res_1_0/bn_0/moving_variance\",\n\"16\"],\n [{\n 'v': 19,\n 'f': \"19\",\n },\n{\n 'v': 19,\n 'f': \"19\",\n },\n\"res_1_0/bn_1/beta\",\n\"16\"],\n [{\n 'v': 20,\n 'f': \"20\",\n },\n{\n 'v': 20,\n 'f': \"20\",\n },\n\"res_1_0/bn_1/gamma\",\n\"16\"],\n [{\n 'v': 21,\n 'f': \"21\",\n },\n{\n 'v': 21,\n 'f': \"21\",\n },\n\"res_1_0/bn_1/moving_mean\",\n\"16\"],\n [{\n 'v': 22,\n 'f': \"22\",\n },\n{\n 'v': 22,\n 'f': \"22\",\n },\n\"res_1_0/bn_1/moving_variance\",\n\"16\"],\n [{\n 'v': 23,\n 'f': \"23\",\n },\n{\n 'v': 23,\n 'f': \"23\",\n },\n\"res_1_0/conv_0/w\",\n\"3, 3, 3, 16, 16\"],\n [{\n 'v': 24,\n 'f': \"24\",\n },\n{\n 'v': 24,\n 'f': \"24\",\n },\n\"res_1_0/conv_1/w\",\n\"3, 3, 3, 16, 16\"],\n [{\n 'v': 25,\n 'f': \"25\",\n },\n{\n 'v': 25,\n 'f': \"25\",\n },\n\"res_1_1/bn_0/beta\",\n\"16\"],\n [{\n 'v': 26,\n 'f': \"26\",\n },\n{\n 'v': 26,\n 'f': \"26\",\n },\n\"res_1_1/bn_0/gamma\",\n\"16\"],\n [{\n 'v': 27,\n 'f': \"27\",\n },\n{\n 'v': 27,\n 'f': \"27\",\n },\n\"res_1_1/bn_0/moving_mean\",\n\"16\"],\n [{\n 'v': 28,\n 'f': \"28\",\n },\n{\n 'v': 28,\n 'f': \"28\",\n },\n\"res_1_1/bn_0/moving_variance\",\n\"16\"],\n [{\n 'v': 29,\n 'f': \"29\",\n },\n{\n 'v': 29,\n 'f': \"29\",\n },\n\"res_1_1/bn_1/beta\",\n\"16\"],\n [{\n 'v': 30,\n 'f': \"30\",\n },\n{\n 'v': 30,\n 'f': \"30\",\n },\n\"res_1_1/bn_1/gamma\",\n\"16\"],\n [{\n 'v': 31,\n 'f': \"31\",\n },\n{\n 'v': 31,\n 'f': \"31\",\n },\n\"res_1_1/bn_1/moving_mean\",\n\"16\"],\n [{\n 'v': 32,\n 'f': \"32\",\n },\n{\n 'v': 32,\n 'f': \"32\",\n },\n\"res_1_1/bn_1/moving_variance\",\n\"16\"],\n [{\n 'v': 33,\n 'f': \"33\",\n },\n{\n 'v': 33,\n 'f': \"33\",\n },\n\"res_1_1/conv_0/w\",\n\"3, 3, 3, 16, 16\"],\n [{\n 'v': 34,\n 'f': \"34\",\n },\n{\n 'v': 34,\n 'f': \"34\",\n },\n\"res_1_1/conv_1/w\",\n\"3, 3, 3, 16, 16\"],\n [{\n 'v': 35,\n 'f': \"35\",\n },\n{\n 'v': 35,\n 'f': \"35\",\n },\n\"res_1_2/bn_0/beta\",\n\"16\"],\n [{\n 'v': 36,\n 'f': \"36\",\n },\n{\n 'v': 36,\n 'f': \"36\",\n },\n\"res_1_2/bn_0/gamma\",\n\"16\"],\n [{\n 'v': 37,\n 'f': \"37\",\n },\n{\n 'v': 37,\n 'f': \"37\",\n },\n\"res_1_2/bn_0/moving_mean\",\n\"16\"],\n [{\n 'v': 38,\n 'f': \"38\",\n },\n{\n 'v': 38,\n 'f': \"38\",\n },\n\"res_1_2/bn_0/moving_variance\",\n\"16\"],\n [{\n 'v': 39,\n 'f': \"39\",\n },\n{\n 'v': 39,\n 'f': \"39\",\n },\n\"res_1_2/bn_1/beta\",\n\"16\"],\n [{\n 'v': 40,\n 'f': \"40\",\n },\n{\n 'v': 40,\n 'f': \"40\",\n },\n\"res_1_2/bn_1/gamma\",\n\"16\"],\n [{\n 'v': 41,\n 'f': \"41\",\n },\n{\n 'v': 41,\n 'f': \"41\",\n },\n\"res_1_2/bn_1/moving_mean\",\n\"16\"],\n [{\n 'v': 42,\n 'f': \"42\",\n },\n{\n 'v': 42,\n 'f': \"42\",\n },\n\"res_1_2/bn_1/moving_variance\",\n\"16\"],\n [{\n 'v': 43,\n 'f': \"43\",\n },\n{\n 'v': 43,\n 'f': \"43\",\n },\n\"res_1_2/conv_0/w\",\n\"3, 3, 3, 16, 16\"],\n [{\n 'v': 44,\n 'f': \"44\",\n },\n{\n 'v': 44,\n 'f': \"44\",\n },\n\"res_1_2/conv_1/w\",\n\"3, 3, 3, 16, 16\"],\n [{\n 'v': 45,\n 'f': \"45\",\n },\n{\n 'v': 45,\n 'f': \"45\",\n },\n\"res_2_0/bn_0/beta\",\n\"16\"],\n [{\n 'v': 46,\n 'f': \"46\",\n },\n{\n 'v': 46,\n 'f': \"46\",\n },\n\"res_2_0/bn_0/gamma\",\n\"16\"],\n [{\n 'v': 47,\n 'f': \"47\",\n },\n{\n 'v': 47,\n 'f': \"47\",\n },\n\"res_2_0/bn_0/moving_mean\",\n\"16\"],\n [{\n 'v': 48,\n 'f': \"48\",\n },\n{\n 'v': 48,\n 'f': \"48\",\n },\n\"res_2_0/bn_0/moving_variance\",\n\"16\"],\n [{\n 'v': 49,\n 'f': \"49\",\n },\n{\n 'v': 49,\n 'f': \"49\",\n },\n\"res_2_0/bn_1/beta\",\n\"32\"],\n [{\n 'v': 50,\n 'f': \"50\",\n },\n{\n 'v': 50,\n 'f': \"50\",\n },\n\"res_2_0/bn_1/gamma\",\n\"32\"],\n [{\n 'v': 51,\n 'f': \"51\",\n },\n{\n 'v': 51,\n 'f': \"51\",\n },\n\"res_2_0/bn_1/moving_mean\",\n\"32\"],\n [{\n 'v': 52,\n 'f': \"52\",\n },\n{\n 'v': 52,\n 'f': \"52\",\n },\n\"res_2_0/bn_1/moving_variance\",\n\"32\"],\n [{\n 'v': 53,\n 'f': \"53\",\n },\n{\n 'v': 53,\n 'f': \"53\",\n },\n\"res_2_0/conv_0/w\",\n\"3, 3, 3, 16, 32\"],\n [{\n 'v': 54,\n 'f': \"54\",\n },\n{\n 'v': 54,\n 'f': \"54\",\n },\n\"res_2_0/conv_1/w\",\n\"3, 3, 3, 32, 32\"],\n [{\n 'v': 55,\n 'f': \"55\",\n },\n{\n 'v': 55,\n 'f': \"55\",\n },\n\"res_2_1/bn_0/beta\",\n\"32\"],\n [{\n 'v': 56,\n 'f': \"56\",\n },\n{\n 'v': 56,\n 'f': \"56\",\n },\n\"res_2_1/bn_0/gamma\",\n\"32\"],\n [{\n 'v': 57,\n 'f': \"57\",\n },\n{\n 'v': 57,\n 'f': \"57\",\n },\n\"res_2_1/bn_0/moving_mean\",\n\"32\"],\n [{\n 'v': 58,\n 'f': \"58\",\n },\n{\n 'v': 58,\n 'f': \"58\",\n },\n\"res_2_1/bn_0/moving_variance\",\n\"32\"],\n [{\n 'v': 59,\n 'f': \"59\",\n },\n{\n 'v': 59,\n 'f': \"59\",\n },\n\"res_2_1/bn_1/beta\",\n\"32\"],\n [{\n 'v': 60,\n 'f': \"60\",\n },\n{\n 'v': 60,\n 'f': \"60\",\n },\n\"res_2_1/bn_1/gamma\",\n\"32\"],\n [{\n 'v': 61,\n 'f': \"61\",\n },\n{\n 'v': 61,\n 'f': \"61\",\n },\n\"res_2_1/bn_1/moving_mean\",\n\"32\"],\n [{\n 'v': 62,\n 'f': \"62\",\n },\n{\n 'v': 62,\n 'f': \"62\",\n },\n\"res_2_1/bn_1/moving_variance\",\n\"32\"],\n [{\n 'v': 63,\n 'f': \"63\",\n },\n{\n 'v': 63,\n 'f': \"63\",\n },\n\"res_2_1/conv_0/w\",\n\"3, 3, 3, 32, 32\"],\n [{\n 'v': 64,\n 'f': \"64\",\n },\n{\n 'v': 64,\n 'f': \"64\",\n },\n\"res_2_1/conv_1/w\",\n\"3, 3, 3, 32, 32\"],\n [{\n 'v': 65,\n 'f': \"65\",\n },\n{\n 'v': 65,\n 'f': \"65\",\n },\n\"res_2_2/bn_0/beta\",\n\"32\"],\n [{\n 'v': 66,\n 'f': \"66\",\n },\n{\n 'v': 66,\n 'f': \"66\",\n },\n\"res_2_2/bn_0/gamma\",\n\"32\"],\n [{\n 'v': 67,\n 'f': \"67\",\n },\n{\n 'v': 67,\n 'f': \"67\",\n },\n\"res_2_2/bn_0/moving_mean\",\n\"32\"],\n [{\n 'v': 68,\n 'f': \"68\",\n },\n{\n 'v': 68,\n 'f': \"68\",\n },\n\"res_2_2/bn_0/moving_variance\",\n\"32\"],\n [{\n 'v': 69,\n 'f': \"69\",\n },\n{\n 'v': 69,\n 'f': \"69\",\n },\n\"res_2_2/bn_1/beta\",\n\"32\"],\n [{\n 'v': 70,\n 'f': \"70\",\n },\n{\n 'v': 70,\n 'f': \"70\",\n },\n\"res_2_2/bn_1/gamma\",\n\"32\"],\n [{\n 'v': 71,\n 'f': \"71\",\n },\n{\n 'v': 71,\n 'f': \"71\",\n },\n\"res_2_2/bn_1/moving_mean\",\n\"32\"],\n [{\n 'v': 72,\n 'f': \"72\",\n },\n{\n 'v': 72,\n 'f': \"72\",\n },\n\"res_2_2/bn_1/moving_variance\",\n\"32\"],\n [{\n 'v': 73,\n 'f': \"73\",\n },\n{\n 'v': 73,\n 'f': \"73\",\n },\n\"res_2_2/conv_0/w\",\n\"3, 3, 3, 32, 32\"],\n [{\n 'v': 74,\n 'f': \"74\",\n },\n{\n 'v': 74,\n 'f': \"74\",\n },\n\"res_2_2/conv_1/w\",\n\"3, 3, 3, 32, 32\"],\n [{\n 'v': 75,\n 'f': \"75\",\n },\n{\n 'v': 75,\n 'f': \"75\",\n },\n\"res_3_0/bn_0/beta\",\n\"32\"],\n [{\n 'v': 76,\n 'f': \"76\",\n },\n{\n 'v': 76,\n 'f': \"76\",\n },\n\"res_3_0/bn_0/gamma\",\n\"32\"],\n [{\n 'v': 77,\n 'f': \"77\",\n },\n{\n 'v': 77,\n 'f': \"77\",\n },\n\"res_3_0/bn_0/moving_mean\",\n\"32\"],\n [{\n 'v': 78,\n 'f': \"78\",\n },\n{\n 'v': 78,\n 'f': \"78\",\n },\n\"res_3_0/bn_0/moving_variance\",\n\"32\"],\n [{\n 'v': 79,\n 'f': \"79\",\n },\n{\n 'v': 79,\n 'f': \"79\",\n },\n\"res_3_0/bn_1/beta\",\n\"64\"],\n [{\n 'v': 80,\n 'f': \"80\",\n },\n{\n 'v': 80,\n 'f': \"80\",\n },\n\"res_3_0/bn_1/gamma\",\n\"64\"],\n [{\n 'v': 81,\n 'f': \"81\",\n },\n{\n 'v': 81,\n 'f': \"81\",\n },\n\"res_3_0/bn_1/moving_mean\",\n\"64\"],\n [{\n 'v': 82,\n 'f': \"82\",\n },\n{\n 'v': 82,\n 'f': \"82\",\n },\n\"res_3_0/bn_1/moving_variance\",\n\"64\"],\n [{\n 'v': 83,\n 'f': \"83\",\n },\n{\n 'v': 83,\n 'f': \"83\",\n },\n\"res_3_0/conv_0/w\",\n\"3, 3, 3, 32, 64\"],\n [{\n 'v': 84,\n 'f': \"84\",\n },\n{\n 'v': 84,\n 'f': \"84\",\n },\n\"res_3_0/conv_1/w\",\n\"3, 3, 3, 64, 64\"],\n [{\n 'v': 85,\n 'f': \"85\",\n },\n{\n 'v': 85,\n 'f': \"85\",\n },\n\"res_3_1/bn_0/beta\",\n\"64\"],\n [{\n 'v': 86,\n 'f': \"86\",\n },\n{\n 'v': 86,\n 'f': \"86\",\n },\n\"res_3_1/bn_0/gamma\",\n\"64\"],\n [{\n 'v': 87,\n 'f': \"87\",\n },\n{\n 'v': 87,\n 'f': \"87\",\n },\n\"res_3_1/bn_0/moving_mean\",\n\"64\"],\n [{\n 'v': 88,\n 'f': \"88\",\n },\n{\n 'v': 88,\n 'f': \"88\",\n },\n\"res_3_1/bn_0/moving_variance\",\n\"64\"],\n [{\n 'v': 89,\n 'f': \"89\",\n },\n{\n 'v': 89,\n 'f': \"89\",\n },\n\"res_3_1/bn_1/beta\",\n\"64\"],\n [{\n 'v': 90,\n 'f': \"90\",\n },\n{\n 'v': 90,\n 'f': \"90\",\n },\n\"res_3_1/bn_1/gamma\",\n\"64\"],\n [{\n 'v': 91,\n 'f': \"91\",\n },\n{\n 'v': 91,\n 'f': \"91\",\n },\n\"res_3_1/bn_1/moving_mean\",\n\"64\"],\n [{\n 'v': 92,\n 'f': \"92\",\n },\n{\n 'v': 92,\n 'f': \"92\",\n },\n\"res_3_1/bn_1/moving_variance\",\n\"64\"],\n [{\n 'v': 93,\n 'f': \"93\",\n },\n{\n 'v': 93,\n 'f': \"93\",\n },\n\"res_3_1/conv_0/w\",\n\"3, 3, 3, 64, 64\"],\n [{\n 'v': 94,\n 'f': \"94\",\n },\n{\n 'v': 94,\n 'f': \"94\",\n },\n\"res_3_1/conv_1/w\",\n\"3, 3, 3, 64, 64\"],\n [{\n 'v': 95,\n 'f': \"95\",\n },\n{\n 'v': 95,\n 'f': \"95\",\n },\n\"res_3_2/bn_0/beta\",\n\"64\"],\n [{\n 'v': 96,\n 'f': \"96\",\n },\n{\n 'v': 96,\n 'f': \"96\",\n },\n\"res_3_2/bn_0/gamma\",\n\"64\"],\n [{\n 'v': 97,\n 'f': \"97\",\n },\n{\n 'v': 97,\n 'f': \"97\",\n },\n\"res_3_2/bn_0/moving_mean\",\n\"64\"],\n [{\n 'v': 98,\n 'f': \"98\",\n },\n{\n 'v': 98,\n 'f': \"98\",\n },\n\"res_3_2/bn_0/moving_variance\",\n\"64\"],\n [{\n 'v': 99,\n 'f': \"99\",\n },\n{\n 'v': 99,\n 'f': \"99\",\n },\n\"res_3_2/bn_1/beta\",\n\"64\"],\n [{\n 'v': 100,\n 'f': \"100\",\n },\n{\n 'v': 100,\n 'f': \"100\",\n },\n\"res_3_2/bn_1/gamma\",\n\"64\"],\n [{\n 'v': 101,\n 'f': \"101\",\n },\n{\n 'v': 101,\n 'f': \"101\",\n },\n\"res_3_2/bn_1/moving_mean\",\n\"64\"],\n [{\n 'v': 102,\n 'f': \"102\",\n },\n{\n 'v': 102,\n 'f': \"102\",\n },\n\"res_3_2/bn_1/moving_variance\",\n\"64\"],\n [{\n 'v': 103,\n 'f': \"103\",\n },\n{\n 'v': 103,\n 'f': \"103\",\n },\n\"res_3_2/conv_0/w\",\n\"3, 3, 3, 64, 64\"],\n [{\n 'v': 104,\n 'f': \"104\",\n },\n{\n 'v': 104,\n 'f': \"104\",\n },\n\"res_3_2/conv_1/w\",\n\"3, 3, 3, 64, 64\"]],\n columns: [[\"number\", \"index\"], [\"number\", \"Unnamed: 0\"], [\"string\", \"name\"], [\"string\", \"shape\"]],\n rowsPerPage: 25,\n helpUrl: \"https://colab.research.google.com/notebooks/data_table.ipynb\",\n });\n ", "text/html": [ "
\n", "\n", "\n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", "
Unnamed: 0nameshape
00conv_0_bn_relu/bn_/beta16
11conv_0_bn_relu/bn_/gamma16
22conv_0_bn_relu/bn_/moving_mean16
33conv_0_bn_relu/bn_/moving_variance16
44conv_0_bn_relu/conv_/w3, 3, 3, 1, 16
55conv_1_bn_relu/bn_/beta80
66conv_1_bn_relu/bn_/gamma80
77conv_1_bn_relu/bn_/moving_mean80
88conv_1_bn_relu/bn_/moving_variance80
99conv_1_bn_relu/conv_/w1, 1, 1, 64, 80
1010conv_2_bn/bn_/beta160
1111conv_2_bn/bn_/gamma160
1212conv_2_bn/bn_/moving_mean160
1313conv_2_bn/bn_/moving_variance160
1414conv_2_bn/conv_/w1, 1, 1, 80, 160
1515res_1_0/bn_0/beta16
1616res_1_0/bn_0/gamma16
1717res_1_0/bn_0/moving_mean16
1818res_1_0/bn_0/moving_variance16
1919res_1_0/bn_1/beta16
2020res_1_0/bn_1/gamma16
2121res_1_0/bn_1/moving_mean16
2222res_1_0/bn_1/moving_variance16
2323res_1_0/conv_0/w3, 3, 3, 16, 16
2424res_1_0/conv_1/w3, 3, 3, 16, 16
2525res_1_1/bn_0/beta16
2626res_1_1/bn_0/gamma16
2727res_1_1/bn_0/moving_mean16
2828res_1_1/bn_0/moving_variance16
2929res_1_1/bn_1/beta16
............
7575res_3_0/bn_0/beta32
7676res_3_0/bn_0/gamma32
7777res_3_0/bn_0/moving_mean32
7878res_3_0/bn_0/moving_variance32
7979res_3_0/bn_1/beta64
8080res_3_0/bn_1/gamma64
8181res_3_0/bn_1/moving_mean64
8282res_3_0/bn_1/moving_variance64
8383res_3_0/conv_0/w3, 3, 3, 32, 64
8484res_3_0/conv_1/w3, 3, 3, 64, 64
8585res_3_1/bn_0/beta64
8686res_3_1/bn_0/gamma64
8787res_3_1/bn_0/moving_mean64
8888res_3_1/bn_0/moving_variance64
8989res_3_1/bn_1/beta64
9090res_3_1/bn_1/gamma64
9191res_3_1/bn_1/moving_mean64
9292res_3_1/bn_1/moving_variance64
9393res_3_1/conv_0/w3, 3, 3, 64, 64
9494res_3_1/conv_1/w3, 3, 3, 64, 64
9595res_3_2/bn_0/beta64
9696res_3_2/bn_0/gamma64
9797res_3_2/bn_0/moving_mean64
9898res_3_2/bn_0/moving_variance64
9999res_3_2/bn_1/beta64
100100res_3_2/bn_1/gamma64
101101res_3_2/bn_1/moving_mean64
102102res_3_2/bn_1/moving_variance64
103103res_3_2/conv_0/w3, 3, 3, 64, 64
104104res_3_2/conv_1/w3, 3, 3, 64, 64
\n", "

105 rows × 3 columns

\n", "
" ], "text/plain": [ " Unnamed: 0 name shape\n", "0 0 conv_0_bn_relu/bn_/beta 16\n", "1 1 conv_0_bn_relu/bn_/gamma 16\n", "2 2 conv_0_bn_relu/bn_/moving_mean 16\n", "3 3 conv_0_bn_relu/bn_/moving_variance 16\n", "4 4 conv_0_bn_relu/conv_/w 3, 3, 3, 1, 16\n", "5 5 conv_1_bn_relu/bn_/beta 80\n", "6 6 conv_1_bn_relu/bn_/gamma 80\n", "7 7 conv_1_bn_relu/bn_/moving_mean 80\n", "8 8 conv_1_bn_relu/bn_/moving_variance 80\n", "9 9 conv_1_bn_relu/conv_/w 1, 1, 1, 64, 80\n", "10 10 conv_2_bn/bn_/beta 160\n", "11 11 conv_2_bn/bn_/gamma 160\n", "12 12 conv_2_bn/bn_/moving_mean 160\n", "13 13 conv_2_bn/bn_/moving_variance 160\n", "14 14 conv_2_bn/conv_/w 1, 1, 1, 80, 160\n", "15 15 res_1_0/bn_0/beta 16\n", "16 16 res_1_0/bn_0/gamma 16\n", "17 17 res_1_0/bn_0/moving_mean 16\n", "18 18 res_1_0/bn_0/moving_variance 16\n", "19 19 res_1_0/bn_1/beta 16\n", "20 20 res_1_0/bn_1/gamma 16\n", "21 21 res_1_0/bn_1/moving_mean 16\n", "22 22 res_1_0/bn_1/moving_variance 16\n", "23 23 res_1_0/conv_0/w 3, 3, 3, 16, 16\n", "24 24 res_1_0/conv_1/w 3, 3, 3, 16, 16\n", "25 25 res_1_1/bn_0/beta 16\n", "26 26 res_1_1/bn_0/gamma 16\n", "27 27 res_1_1/bn_0/moving_mean 16\n", "28 28 res_1_1/bn_0/moving_variance 16\n", "29 29 res_1_1/bn_1/beta 16\n", ".. ... ... ...\n", "75 75 res_3_0/bn_0/beta 32\n", "76 76 res_3_0/bn_0/gamma 32\n", "77 77 res_3_0/bn_0/moving_mean 32\n", "78 78 res_3_0/bn_0/moving_variance 32\n", "79 79 res_3_0/bn_1/beta 64\n", "80 80 res_3_0/bn_1/gamma 64\n", "81 81 res_3_0/bn_1/moving_mean 64\n", "82 82 res_3_0/bn_1/moving_variance 64\n", "83 83 res_3_0/conv_0/w 3, 3, 3, 32, 64\n", "84 84 res_3_0/conv_1/w 3, 3, 3, 64, 64\n", "85 85 res_3_1/bn_0/beta 64\n", "86 86 res_3_1/bn_0/gamma 64\n", "87 87 res_3_1/bn_0/moving_mean 64\n", "88 88 res_3_1/bn_0/moving_variance 64\n", "89 89 res_3_1/bn_1/beta 64\n", "90 90 res_3_1/bn_1/gamma 64\n", "91 91 res_3_1/bn_1/moving_mean 64\n", "92 92 res_3_1/bn_1/moving_variance 64\n", "93 93 res_3_1/conv_0/w 3, 3, 3, 64, 64\n", "94 94 res_3_1/conv_1/w 3, 3, 3, 64, 64\n", "95 95 res_3_2/bn_0/beta 64\n", "96 96 res_3_2/bn_0/gamma 64\n", "97 97 res_3_2/bn_0/moving_mean 64\n", "98 98 res_3_2/bn_0/moving_variance 64\n", "99 99 res_3_2/bn_1/beta 64\n", "100 100 res_3_2/bn_1/gamma 64\n", "101 101 res_3_2/bn_1/moving_mean 64\n", "102 102 res_3_2/bn_1/moving_variance 64\n", "103 103 res_3_2/conv_0/w 3, 3, 3, 64, 64\n", "104 104 res_3_2/conv_1/w 3, 3, 3, 64, 64\n", "\n", "[105 rows x 3 columns]" ] }, "metadata": { "tags": [] }, "execution_count": 9 } ] }, { "cell_type": "markdown", "metadata": { "id": "cKD_q4gM-GQY", "colab_type": "text" }, "source": [ "The weight parameters associated with each convolutional layer, denoted with `conv_/w`, are stored with shape representing the three spatial dimensions, the input channels and the output channels: $(Depth, Height, Width, Channels_{in}, Channels_{out})$. Calling the spatial dimensions *depth*, *height* and *width* does not make a lot of sense when dealing with 3D medical images, but we will keep this computer vision terminology as it is consistent with the documentation of both PyTorch and TensorFlow." ] }, { "cell_type": "markdown", "metadata": { "id": "nVkpqIuH-GQW", "colab_type": "text" }, "source": [ "The layer names and parameter shapes are coherent overall with the figure in the HighRes3DNet paper, but there is an additional $1 \\times 1 \\times 1$ convolutional layer with 80 output channels, which is also in the [code](https://github.com/NifTK/NiftyNet/blob/1832a516c909b67d0d9618acbd04a7642c12efca/niftynet/network/highres3dnet.py#L93). It seems to be the model with [dropout](http://jmlr.org/papers/v15/srivastava14a.html) from the paper that achieved the highest performance, so [our implementation of the architecture](https://github.com/fepegar/highresnet/blob/f434266a51924681f95b01a0f03611fbf1148db6/highresnet/highresnet.py#L82-L97) should include this layer as well." ] }, { "cell_type": "markdown", "metadata": { "id": "EcBIKB0f-GQX", "colab_type": "text" }, "source": [ "There are three blocks with increasing kernel [dilation](https://arxiv.org/abs/1511.07122) composed of three [residual](https://arxiv.org/abs/1512.03385) blocks each, which have two convolutional layers inside. That's $3 \\times 3 \\times 2 = 18$ layers. The other three convolutional layers are the initial convolution before the first residual block, a convolution before dropout and a convolution to expand the channels to the number of output classes.\n", "\n", "Apparently, *all* the convolutional layers have an associated [batch normalization](https://arxiv.org/abs/1502.03167) layer, which differs from the figure in the paper. That makes 21 convolutional layers and 21 batch normalization layers whose parameters must be transferred." ] }, { "cell_type": "markdown", "metadata": { "id": "82O_gHFi-GQY", "colab_type": "text" }, "source": [ "Each batch normalization layer contains 4 parameter groups: *moving mean* $\\mathrm{E}[x]$, *variance* $\\mathrm{Var}[x]$ and the affine transformation parameters $\\gamma$ (scale or *weight*) and $\\beta$ (shift or *bias*):" ] }, { "cell_type": "markdown", "metadata": { "id": "PtwZl4ip-GQZ", "colab_type": "text" }, "source": [ "\\begin{align}\n", "y = \\frac{x - \\mathrm{E}[x]}{\\sqrt{\\mathrm{Var}[x] + \\epsilon}} * \\gamma + \\beta\n", "\\end{align}" ] }, { "cell_type": "markdown", "metadata": { "id": "4wEXuf_a-GQZ", "colab_type": "text" }, "source": [ "Therefore the total number of parameter groups is $21 + 21 \\times 4 = 105$. The convolutional layers don't use a bias parameter, as it is not necessary when using batch norm." ] }, { "cell_type": "markdown", "metadata": { "id": "b8BE9b71-GQa", "colab_type": "text" }, "source": [ "### Variables in PyTorch world\n", "\n", "\"drawing\"\n" ] }, { "cell_type": "markdown", "metadata": { "id": "KvsUcgkNS4dw", "colab_type": "text" }, "source": [ "To match the model in the [paper]((https://arxiv.org/abs/1707.01992), we set the number of classes to 160 and enable the flag to add the dropout layer." ] }, { "cell_type": "code", "metadata": { "id": "Mn72NRUn-GQb", "colab_type": "code", "colab": {} }, "source": [ "num_input_modalities = 1\n", "num_classes = 160\n", "model = HighRes3DNet(num_input_modalities, num_classes, add_dropout_layer=True)" ], "execution_count": 0, "outputs": [] }, { "cell_type": "markdown", "metadata": { "id": "M1ZHXJZ9-GQd", "colab_type": "text" }, "source": [ "Let's see what the variable names created by PyTorch are:" ] }, { "cell_type": "code", "metadata": { "id": "c08im3mD-GQe", "colab_type": "code", "outputId": "de8749e5-d3fc-4427-ebe7-b6b63a763cea", "colab": { "base_uri": "https://localhost:8080/", "height": 623 } }, "source": [ "state_dict_pt = model.state_dict()\n", "rows = []\n", "for name, parameters in state_dict_pt.items():\n", " if 'num_batches_tracked' in name: # filter out for clarity\n", " continue\n", " shape = ', '.join(str(n) for n in parameters.shape)\n", " row = {'name': name, 'shape': shape}\n", " rows.append(row)\n", "df_pt = pd.DataFrame.from_dict(rows)\n", "df_pt" ], "execution_count": 11, "outputs": [ { "output_type": "execute_result", "data": { "application/vnd.google.colaboratory.module+javascript": "\n import \"https://ssl.gstatic.com/colaboratory/data_table/a036b366c3cace79/data_table.js\";\n\n window.createDataTable({\n data: [[{\n 'v': 0,\n 'f': \"0\",\n },\n\"block.0.convolutional_block.1.weight\",\n\"16, 1, 3, 3, 3\"],\n [{\n 'v': 1,\n 'f': \"1\",\n },\n\"block.0.convolutional_block.2.weight\",\n\"16\"],\n [{\n 'v': 2,\n 'f': \"2\",\n },\n\"block.0.convolutional_block.2.bias\",\n\"16\"],\n [{\n 'v': 3,\n 'f': \"3\",\n },\n\"block.0.convolutional_block.2.running_mean\",\n\"16\"],\n [{\n 'v': 4,\n 'f': \"4\",\n },\n\"block.0.convolutional_block.2.running_var\",\n\"16\"],\n [{\n 'v': 5,\n 'f': \"5\",\n },\n\"block.1.dilation_block.0.residual_block.0.convolutional_block.0.weight\",\n\"16\"],\n [{\n 'v': 6,\n 'f': \"6\",\n },\n\"block.1.dilation_block.0.residual_block.0.convolutional_block.0.bias\",\n\"16\"],\n [{\n 'v': 7,\n 'f': \"7\",\n },\n\"block.1.dilation_block.0.residual_block.0.convolutional_block.0.running_mean\",\n\"16\"],\n [{\n 'v': 8,\n 'f': \"8\",\n },\n\"block.1.dilation_block.0.residual_block.0.convolutional_block.0.running_var\",\n\"16\"],\n [{\n 'v': 9,\n 'f': \"9\",\n },\n\"block.1.dilation_block.0.residual_block.0.convolutional_block.3.weight\",\n\"16, 16, 3, 3, 3\"],\n [{\n 'v': 10,\n 'f': \"10\",\n },\n\"block.1.dilation_block.0.residual_block.1.convolutional_block.0.weight\",\n\"16\"],\n [{\n 'v': 11,\n 'f': \"11\",\n },\n\"block.1.dilation_block.0.residual_block.1.convolutional_block.0.bias\",\n\"16\"],\n [{\n 'v': 12,\n 'f': \"12\",\n },\n\"block.1.dilation_block.0.residual_block.1.convolutional_block.0.running_mean\",\n\"16\"],\n [{\n 'v': 13,\n 'f': \"13\",\n },\n\"block.1.dilation_block.0.residual_block.1.convolutional_block.0.running_var\",\n\"16\"],\n [{\n 'v': 14,\n 'f': \"14\",\n },\n\"block.1.dilation_block.0.residual_block.1.convolutional_block.3.weight\",\n\"16, 16, 3, 3, 3\"],\n [{\n 'v': 15,\n 'f': \"15\",\n },\n\"block.1.dilation_block.1.residual_block.0.convolutional_block.0.weight\",\n\"16\"],\n [{\n 'v': 16,\n 'f': \"16\",\n },\n\"block.1.dilation_block.1.residual_block.0.convolutional_block.0.bias\",\n\"16\"],\n [{\n 'v': 17,\n 'f': \"17\",\n },\n\"block.1.dilation_block.1.residual_block.0.convolutional_block.0.running_mean\",\n\"16\"],\n [{\n 'v': 18,\n 'f': \"18\",\n },\n\"block.1.dilation_block.1.residual_block.0.convolutional_block.0.running_var\",\n\"16\"],\n [{\n 'v': 19,\n 'f': \"19\",\n },\n\"block.1.dilation_block.1.residual_block.0.convolutional_block.3.weight\",\n\"16, 16, 3, 3, 3\"],\n [{\n 'v': 20,\n 'f': \"20\",\n },\n\"block.1.dilation_block.1.residual_block.1.convolutional_block.0.weight\",\n\"16\"],\n [{\n 'v': 21,\n 'f': \"21\",\n },\n\"block.1.dilation_block.1.residual_block.1.convolutional_block.0.bias\",\n\"16\"],\n [{\n 'v': 22,\n 'f': \"22\",\n },\n\"block.1.dilation_block.1.residual_block.1.convolutional_block.0.running_mean\",\n\"16\"],\n [{\n 'v': 23,\n 'f': \"23\",\n },\n\"block.1.dilation_block.1.residual_block.1.convolutional_block.0.running_var\",\n\"16\"],\n [{\n 'v': 24,\n 'f': \"24\",\n },\n\"block.1.dilation_block.1.residual_block.1.convolutional_block.3.weight\",\n\"16, 16, 3, 3, 3\"],\n [{\n 'v': 25,\n 'f': \"25\",\n },\n\"block.1.dilation_block.2.residual_block.0.convolutional_block.0.weight\",\n\"16\"],\n [{\n 'v': 26,\n 'f': \"26\",\n },\n\"block.1.dilation_block.2.residual_block.0.convolutional_block.0.bias\",\n\"16\"],\n [{\n 'v': 27,\n 'f': \"27\",\n },\n\"block.1.dilation_block.2.residual_block.0.convolutional_block.0.running_mean\",\n\"16\"],\n [{\n 'v': 28,\n 'f': \"28\",\n },\n\"block.1.dilation_block.2.residual_block.0.convolutional_block.0.running_var\",\n\"16\"],\n [{\n 'v': 29,\n 'f': \"29\",\n },\n\"block.1.dilation_block.2.residual_block.0.convolutional_block.3.weight\",\n\"16, 16, 3, 3, 3\"],\n [{\n 'v': 30,\n 'f': \"30\",\n },\n\"block.1.dilation_block.2.residual_block.1.convolutional_block.0.weight\",\n\"16\"],\n [{\n 'v': 31,\n 'f': \"31\",\n },\n\"block.1.dilation_block.2.residual_block.1.convolutional_block.0.bias\",\n\"16\"],\n [{\n 'v': 32,\n 'f': \"32\",\n },\n\"block.1.dilation_block.2.residual_block.1.convolutional_block.0.running_mean\",\n\"16\"],\n [{\n 'v': 33,\n 'f': \"33\",\n },\n\"block.1.dilation_block.2.residual_block.1.convolutional_block.0.running_var\",\n\"16\"],\n [{\n 'v': 34,\n 'f': \"34\",\n },\n\"block.1.dilation_block.2.residual_block.1.convolutional_block.3.weight\",\n\"16, 16, 3, 3, 3\"],\n [{\n 'v': 35,\n 'f': \"35\",\n },\n\"block.2.dilation_block.0.residual_block.0.convolutional_block.0.weight\",\n\"16\"],\n [{\n 'v': 36,\n 'f': \"36\",\n },\n\"block.2.dilation_block.0.residual_block.0.convolutional_block.0.bias\",\n\"16\"],\n [{\n 'v': 37,\n 'f': \"37\",\n },\n\"block.2.dilation_block.0.residual_block.0.convolutional_block.0.running_mean\",\n\"16\"],\n [{\n 'v': 38,\n 'f': \"38\",\n },\n\"block.2.dilation_block.0.residual_block.0.convolutional_block.0.running_var\",\n\"16\"],\n [{\n 'v': 39,\n 'f': \"39\",\n },\n\"block.2.dilation_block.0.residual_block.0.convolutional_block.3.weight\",\n\"32, 16, 3, 3, 3\"],\n [{\n 'v': 40,\n 'f': \"40\",\n },\n\"block.2.dilation_block.0.residual_block.1.convolutional_block.0.weight\",\n\"32\"],\n [{\n 'v': 41,\n 'f': \"41\",\n },\n\"block.2.dilation_block.0.residual_block.1.convolutional_block.0.bias\",\n\"32\"],\n [{\n 'v': 42,\n 'f': \"42\",\n },\n\"block.2.dilation_block.0.residual_block.1.convolutional_block.0.running_mean\",\n\"32\"],\n [{\n 'v': 43,\n 'f': \"43\",\n },\n\"block.2.dilation_block.0.residual_block.1.convolutional_block.0.running_var\",\n\"32\"],\n [{\n 'v': 44,\n 'f': \"44\",\n },\n\"block.2.dilation_block.0.residual_block.1.convolutional_block.3.weight\",\n\"32, 32, 3, 3, 3\"],\n [{\n 'v': 45,\n 'f': \"45\",\n },\n\"block.2.dilation_block.1.residual_block.0.convolutional_block.0.weight\",\n\"32\"],\n [{\n 'v': 46,\n 'f': \"46\",\n },\n\"block.2.dilation_block.1.residual_block.0.convolutional_block.0.bias\",\n\"32\"],\n [{\n 'v': 47,\n 'f': \"47\",\n },\n\"block.2.dilation_block.1.residual_block.0.convolutional_block.0.running_mean\",\n\"32\"],\n [{\n 'v': 48,\n 'f': \"48\",\n },\n\"block.2.dilation_block.1.residual_block.0.convolutional_block.0.running_var\",\n\"32\"],\n [{\n 'v': 49,\n 'f': \"49\",\n },\n\"block.2.dilation_block.1.residual_block.0.convolutional_block.3.weight\",\n\"32, 32, 3, 3, 3\"],\n [{\n 'v': 50,\n 'f': \"50\",\n },\n\"block.2.dilation_block.1.residual_block.1.convolutional_block.0.weight\",\n\"32\"],\n [{\n 'v': 51,\n 'f': \"51\",\n },\n\"block.2.dilation_block.1.residual_block.1.convolutional_block.0.bias\",\n\"32\"],\n [{\n 'v': 52,\n 'f': \"52\",\n },\n\"block.2.dilation_block.1.residual_block.1.convolutional_block.0.running_mean\",\n\"32\"],\n [{\n 'v': 53,\n 'f': \"53\",\n },\n\"block.2.dilation_block.1.residual_block.1.convolutional_block.0.running_var\",\n\"32\"],\n [{\n 'v': 54,\n 'f': \"54\",\n },\n\"block.2.dilation_block.1.residual_block.1.convolutional_block.3.weight\",\n\"32, 32, 3, 3, 3\"],\n [{\n 'v': 55,\n 'f': \"55\",\n },\n\"block.2.dilation_block.2.residual_block.0.convolutional_block.0.weight\",\n\"32\"],\n [{\n 'v': 56,\n 'f': \"56\",\n },\n\"block.2.dilation_block.2.residual_block.0.convolutional_block.0.bias\",\n\"32\"],\n [{\n 'v': 57,\n 'f': \"57\",\n },\n\"block.2.dilation_block.2.residual_block.0.convolutional_block.0.running_mean\",\n\"32\"],\n [{\n 'v': 58,\n 'f': \"58\",\n },\n\"block.2.dilation_block.2.residual_block.0.convolutional_block.0.running_var\",\n\"32\"],\n [{\n 'v': 59,\n 'f': \"59\",\n },\n\"block.2.dilation_block.2.residual_block.0.convolutional_block.3.weight\",\n\"32, 32, 3, 3, 3\"],\n [{\n 'v': 60,\n 'f': \"60\",\n },\n\"block.2.dilation_block.2.residual_block.1.convolutional_block.0.weight\",\n\"32\"],\n [{\n 'v': 61,\n 'f': \"61\",\n },\n\"block.2.dilation_block.2.residual_block.1.convolutional_block.0.bias\",\n\"32\"],\n [{\n 'v': 62,\n 'f': \"62\",\n },\n\"block.2.dilation_block.2.residual_block.1.convolutional_block.0.running_mean\",\n\"32\"],\n [{\n 'v': 63,\n 'f': \"63\",\n },\n\"block.2.dilation_block.2.residual_block.1.convolutional_block.0.running_var\",\n\"32\"],\n [{\n 'v': 64,\n 'f': \"64\",\n },\n\"block.2.dilation_block.2.residual_block.1.convolutional_block.3.weight\",\n\"32, 32, 3, 3, 3\"],\n [{\n 'v': 65,\n 'f': \"65\",\n },\n\"block.3.dilation_block.0.residual_block.0.convolutional_block.0.weight\",\n\"32\"],\n [{\n 'v': 66,\n 'f': \"66\",\n },\n\"block.3.dilation_block.0.residual_block.0.convolutional_block.0.bias\",\n\"32\"],\n [{\n 'v': 67,\n 'f': \"67\",\n },\n\"block.3.dilation_block.0.residual_block.0.convolutional_block.0.running_mean\",\n\"32\"],\n [{\n 'v': 68,\n 'f': \"68\",\n },\n\"block.3.dilation_block.0.residual_block.0.convolutional_block.0.running_var\",\n\"32\"],\n [{\n 'v': 69,\n 'f': \"69\",\n },\n\"block.3.dilation_block.0.residual_block.0.convolutional_block.3.weight\",\n\"64, 32, 3, 3, 3\"],\n [{\n 'v': 70,\n 'f': \"70\",\n },\n\"block.3.dilation_block.0.residual_block.1.convolutional_block.0.weight\",\n\"64\"],\n [{\n 'v': 71,\n 'f': \"71\",\n },\n\"block.3.dilation_block.0.residual_block.1.convolutional_block.0.bias\",\n\"64\"],\n [{\n 'v': 72,\n 'f': \"72\",\n },\n\"block.3.dilation_block.0.residual_block.1.convolutional_block.0.running_mean\",\n\"64\"],\n [{\n 'v': 73,\n 'f': \"73\",\n },\n\"block.3.dilation_block.0.residual_block.1.convolutional_block.0.running_var\",\n\"64\"],\n [{\n 'v': 74,\n 'f': \"74\",\n },\n\"block.3.dilation_block.0.residual_block.1.convolutional_block.3.weight\",\n\"64, 64, 3, 3, 3\"],\n [{\n 'v': 75,\n 'f': \"75\",\n },\n\"block.3.dilation_block.1.residual_block.0.convolutional_block.0.weight\",\n\"64\"],\n [{\n 'v': 76,\n 'f': \"76\",\n },\n\"block.3.dilation_block.1.residual_block.0.convolutional_block.0.bias\",\n\"64\"],\n [{\n 'v': 77,\n 'f': \"77\",\n },\n\"block.3.dilation_block.1.residual_block.0.convolutional_block.0.running_mean\",\n\"64\"],\n [{\n 'v': 78,\n 'f': \"78\",\n },\n\"block.3.dilation_block.1.residual_block.0.convolutional_block.0.running_var\",\n\"64\"],\n [{\n 'v': 79,\n 'f': \"79\",\n },\n\"block.3.dilation_block.1.residual_block.0.convolutional_block.3.weight\",\n\"64, 64, 3, 3, 3\"],\n [{\n 'v': 80,\n 'f': \"80\",\n },\n\"block.3.dilation_block.1.residual_block.1.convolutional_block.0.weight\",\n\"64\"],\n [{\n 'v': 81,\n 'f': \"81\",\n },\n\"block.3.dilation_block.1.residual_block.1.convolutional_block.0.bias\",\n\"64\"],\n [{\n 'v': 82,\n 'f': \"82\",\n },\n\"block.3.dilation_block.1.residual_block.1.convolutional_block.0.running_mean\",\n\"64\"],\n [{\n 'v': 83,\n 'f': \"83\",\n },\n\"block.3.dilation_block.1.residual_block.1.convolutional_block.0.running_var\",\n\"64\"],\n [{\n 'v': 84,\n 'f': \"84\",\n },\n\"block.3.dilation_block.1.residual_block.1.convolutional_block.3.weight\",\n\"64, 64, 3, 3, 3\"],\n [{\n 'v': 85,\n 'f': \"85\",\n },\n\"block.3.dilation_block.2.residual_block.0.convolutional_block.0.weight\",\n\"64\"],\n [{\n 'v': 86,\n 'f': \"86\",\n },\n\"block.3.dilation_block.2.residual_block.0.convolutional_block.0.bias\",\n\"64\"],\n [{\n 'v': 87,\n 'f': \"87\",\n },\n\"block.3.dilation_block.2.residual_block.0.convolutional_block.0.running_mean\",\n\"64\"],\n [{\n 'v': 88,\n 'f': \"88\",\n },\n\"block.3.dilation_block.2.residual_block.0.convolutional_block.0.running_var\",\n\"64\"],\n [{\n 'v': 89,\n 'f': \"89\",\n },\n\"block.3.dilation_block.2.residual_block.0.convolutional_block.3.weight\",\n\"64, 64, 3, 3, 3\"],\n [{\n 'v': 90,\n 'f': \"90\",\n },\n\"block.3.dilation_block.2.residual_block.1.convolutional_block.0.weight\",\n\"64\"],\n [{\n 'v': 91,\n 'f': \"91\",\n },\n\"block.3.dilation_block.2.residual_block.1.convolutional_block.0.bias\",\n\"64\"],\n [{\n 'v': 92,\n 'f': \"92\",\n },\n\"block.3.dilation_block.2.residual_block.1.convolutional_block.0.running_mean\",\n\"64\"],\n [{\n 'v': 93,\n 'f': \"93\",\n },\n\"block.3.dilation_block.2.residual_block.1.convolutional_block.0.running_var\",\n\"64\"],\n [{\n 'v': 94,\n 'f': \"94\",\n },\n\"block.3.dilation_block.2.residual_block.1.convolutional_block.3.weight\",\n\"64, 64, 3, 3, 3\"],\n [{\n 'v': 95,\n 'f': \"95\",\n },\n\"block.4.convolutional_block.0.weight\",\n\"80, 64, 1, 1, 1\"],\n [{\n 'v': 96,\n 'f': \"96\",\n },\n\"block.4.convolutional_block.1.weight\",\n\"80\"],\n [{\n 'v': 97,\n 'f': \"97\",\n },\n\"block.4.convolutional_block.1.bias\",\n\"80\"],\n [{\n 'v': 98,\n 'f': \"98\",\n },\n\"block.4.convolutional_block.1.running_mean\",\n\"80\"],\n [{\n 'v': 99,\n 'f': \"99\",\n },\n\"block.4.convolutional_block.1.running_var\",\n\"80\"],\n [{\n 'v': 100,\n 'f': \"100\",\n },\n\"block.6.convolutional_block.0.weight\",\n\"160, 80, 1, 1, 1\"],\n [{\n 'v': 101,\n 'f': \"101\",\n },\n\"block.6.convolutional_block.1.weight\",\n\"160\"],\n [{\n 'v': 102,\n 'f': \"102\",\n },\n\"block.6.convolutional_block.1.bias\",\n\"160\"],\n [{\n 'v': 103,\n 'f': \"103\",\n },\n\"block.6.convolutional_block.1.running_mean\",\n\"160\"],\n [{\n 'v': 104,\n 'f': \"104\",\n },\n\"block.6.convolutional_block.1.running_var\",\n\"160\"]],\n columns: [[\"number\", \"index\"], [\"string\", \"name\"], [\"string\", \"shape\"]],\n rowsPerPage: 25,\n helpUrl: \"https://colab.research.google.com/notebooks/data_table.ipynb\",\n });\n ", "text/html": [ "
\n", "\n", "\n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", "
nameshape
0block.0.convolutional_block.1.weight16, 1, 3, 3, 3
1block.0.convolutional_block.2.weight16
2block.0.convolutional_block.2.bias16
3block.0.convolutional_block.2.running_mean16
4block.0.convolutional_block.2.running_var16
5block.1.dilation_block.0.residual_block.0.conv...16
6block.1.dilation_block.0.residual_block.0.conv...16
7block.1.dilation_block.0.residual_block.0.conv...16
8block.1.dilation_block.0.residual_block.0.conv...16
9block.1.dilation_block.0.residual_block.0.conv...16, 16, 3, 3, 3
10block.1.dilation_block.0.residual_block.1.conv...16
11block.1.dilation_block.0.residual_block.1.conv...16
12block.1.dilation_block.0.residual_block.1.conv...16
13block.1.dilation_block.0.residual_block.1.conv...16
14block.1.dilation_block.0.residual_block.1.conv...16, 16, 3, 3, 3
15block.1.dilation_block.1.residual_block.0.conv...16
16block.1.dilation_block.1.residual_block.0.conv...16
17block.1.dilation_block.1.residual_block.0.conv...16
18block.1.dilation_block.1.residual_block.0.conv...16
19block.1.dilation_block.1.residual_block.0.conv...16, 16, 3, 3, 3
20block.1.dilation_block.1.residual_block.1.conv...16
21block.1.dilation_block.1.residual_block.1.conv...16
22block.1.dilation_block.1.residual_block.1.conv...16
23block.1.dilation_block.1.residual_block.1.conv...16
24block.1.dilation_block.1.residual_block.1.conv...16, 16, 3, 3, 3
25block.1.dilation_block.2.residual_block.0.conv...16
26block.1.dilation_block.2.residual_block.0.conv...16
27block.1.dilation_block.2.residual_block.0.conv...16
28block.1.dilation_block.2.residual_block.0.conv...16
29block.1.dilation_block.2.residual_block.0.conv...16, 16, 3, 3, 3
.........
75block.3.dilation_block.1.residual_block.0.conv...64
76block.3.dilation_block.1.residual_block.0.conv...64
77block.3.dilation_block.1.residual_block.0.conv...64
78block.3.dilation_block.1.residual_block.0.conv...64
79block.3.dilation_block.1.residual_block.0.conv...64, 64, 3, 3, 3
80block.3.dilation_block.1.residual_block.1.conv...64
81block.3.dilation_block.1.residual_block.1.conv...64
82block.3.dilation_block.1.residual_block.1.conv...64
83block.3.dilation_block.1.residual_block.1.conv...64
84block.3.dilation_block.1.residual_block.1.conv...64, 64, 3, 3, 3
85block.3.dilation_block.2.residual_block.0.conv...64
86block.3.dilation_block.2.residual_block.0.conv...64
87block.3.dilation_block.2.residual_block.0.conv...64
88block.3.dilation_block.2.residual_block.0.conv...64
89block.3.dilation_block.2.residual_block.0.conv...64, 64, 3, 3, 3
90block.3.dilation_block.2.residual_block.1.conv...64
91block.3.dilation_block.2.residual_block.1.conv...64
92block.3.dilation_block.2.residual_block.1.conv...64
93block.3.dilation_block.2.residual_block.1.conv...64
94block.3.dilation_block.2.residual_block.1.conv...64, 64, 3, 3, 3
95block.4.convolutional_block.0.weight80, 64, 1, 1, 1
96block.4.convolutional_block.1.weight80
97block.4.convolutional_block.1.bias80
98block.4.convolutional_block.1.running_mean80
99block.4.convolutional_block.1.running_var80
100block.6.convolutional_block.0.weight160, 80, 1, 1, 1
101block.6.convolutional_block.1.weight160
102block.6.convolutional_block.1.bias160
103block.6.convolutional_block.1.running_mean160
104block.6.convolutional_block.1.running_var160
\n", "

105 rows × 2 columns

\n", "
" ], "text/plain": [ " name shape\n", "0 block.0.convolutional_block.1.weight 16, 1, 3, 3, 3\n", "1 block.0.convolutional_block.2.weight 16\n", "2 block.0.convolutional_block.2.bias 16\n", "3 block.0.convolutional_block.2.running_mean 16\n", "4 block.0.convolutional_block.2.running_var 16\n", "5 block.1.dilation_block.0.residual_block.0.conv... 16\n", "6 block.1.dilation_block.0.residual_block.0.conv... 16\n", "7 block.1.dilation_block.0.residual_block.0.conv... 16\n", "8 block.1.dilation_block.0.residual_block.0.conv... 16\n", "9 block.1.dilation_block.0.residual_block.0.conv... 16, 16, 3, 3, 3\n", "10 block.1.dilation_block.0.residual_block.1.conv... 16\n", "11 block.1.dilation_block.0.residual_block.1.conv... 16\n", "12 block.1.dilation_block.0.residual_block.1.conv... 16\n", "13 block.1.dilation_block.0.residual_block.1.conv... 16\n", "14 block.1.dilation_block.0.residual_block.1.conv... 16, 16, 3, 3, 3\n", "15 block.1.dilation_block.1.residual_block.0.conv... 16\n", "16 block.1.dilation_block.1.residual_block.0.conv... 16\n", "17 block.1.dilation_block.1.residual_block.0.conv... 16\n", "18 block.1.dilation_block.1.residual_block.0.conv... 16\n", "19 block.1.dilation_block.1.residual_block.0.conv... 16, 16, 3, 3, 3\n", "20 block.1.dilation_block.1.residual_block.1.conv... 16\n", "21 block.1.dilation_block.1.residual_block.1.conv... 16\n", "22 block.1.dilation_block.1.residual_block.1.conv... 16\n", "23 block.1.dilation_block.1.residual_block.1.conv... 16\n", "24 block.1.dilation_block.1.residual_block.1.conv... 16, 16, 3, 3, 3\n", "25 block.1.dilation_block.2.residual_block.0.conv... 16\n", "26 block.1.dilation_block.2.residual_block.0.conv... 16\n", "27 block.1.dilation_block.2.residual_block.0.conv... 16\n", "28 block.1.dilation_block.2.residual_block.0.conv... 16\n", "29 block.1.dilation_block.2.residual_block.0.conv... 16, 16, 3, 3, 3\n", ".. ... ...\n", "75 block.3.dilation_block.1.residual_block.0.conv... 64\n", "76 block.3.dilation_block.1.residual_block.0.conv... 64\n", "77 block.3.dilation_block.1.residual_block.0.conv... 64\n", "78 block.3.dilation_block.1.residual_block.0.conv... 64\n", "79 block.3.dilation_block.1.residual_block.0.conv... 64, 64, 3, 3, 3\n", "80 block.3.dilation_block.1.residual_block.1.conv... 64\n", "81 block.3.dilation_block.1.residual_block.1.conv... 64\n", "82 block.3.dilation_block.1.residual_block.1.conv... 64\n", "83 block.3.dilation_block.1.residual_block.1.conv... 64\n", "84 block.3.dilation_block.1.residual_block.1.conv... 64, 64, 3, 3, 3\n", "85 block.3.dilation_block.2.residual_block.0.conv... 64\n", "86 block.3.dilation_block.2.residual_block.0.conv... 64\n", "87 block.3.dilation_block.2.residual_block.0.conv... 64\n", "88 block.3.dilation_block.2.residual_block.0.conv... 64\n", "89 block.3.dilation_block.2.residual_block.0.conv... 64, 64, 3, 3, 3\n", "90 block.3.dilation_block.2.residual_block.1.conv... 64\n", "91 block.3.dilation_block.2.residual_block.1.conv... 64\n", "92 block.3.dilation_block.2.residual_block.1.conv... 64\n", "93 block.3.dilation_block.2.residual_block.1.conv... 64\n", "94 block.3.dilation_block.2.residual_block.1.conv... 64, 64, 3, 3, 3\n", "95 block.4.convolutional_block.0.weight 80, 64, 1, 1, 1\n", "96 block.4.convolutional_block.1.weight 80\n", "97 block.4.convolutional_block.1.bias 80\n", "98 block.4.convolutional_block.1.running_mean 80\n", "99 block.4.convolutional_block.1.running_var 80\n", "100 block.6.convolutional_block.0.weight 160, 80, 1, 1, 1\n", "101 block.6.convolutional_block.1.weight 160\n", "102 block.6.convolutional_block.1.bias 160\n", "103 block.6.convolutional_block.1.running_mean 160\n", "104 block.6.convolutional_block.1.running_var 160\n", "\n", "[105 rows x 2 columns]" ] }, "metadata": { "tags": [] }, "execution_count": 11 } ] }, { "cell_type": "markdown", "metadata": { "id": "6LbRnIm7-GQh", "colab_type": "text" }, "source": [ "We can see that `moving_mean` and `moving_variance` are called `running_mean` and `running_var` in PyTorch. Also, $\\gamma$ and $\\beta$ are called `weight` and `bias`." ] }, { "cell_type": "markdown", "metadata": { "id": "8HWnMIeU-GQh", "colab_type": "text" }, "source": [ "The convolutional kernels have a different arrangement: $(Channels_{out}, Channels_{in}, Depth, Height, Width)$." ] }, { "cell_type": "markdown", "metadata": { "id": "hYGz3Elg-GQj", "colab_type": "text" }, "source": [ "The names and shapes look consistent between both implementations and there are 105 lines in both lists, therefore we should be able to create a mapping between the TensorFlow and PyTorch variables. The function `tf2pt.tf2pt()` receives a TensorFlow-like variable and returns the corresponding PyTorch-like variable." ] }, { "cell_type": "code", "metadata": { "id": "499c7OEf-GQk", "colab_type": "code", "outputId": "06eb7b42-7b2e-461d-9e68-4c3eb6537124", "colab": { "base_uri": "https://localhost:8080/", "height": 1000 } }, "source": [ "for name_tf, tensor_tf in state_dict_tf.items():\n", " shape_tf = tuple(tensor_tf.shape)\n", " print(f'{str(shape_tf):18}', name_tf) \n", " \n", " # Convert TensorFlow name to PyTorch name\n", " mapping_function = highresnet_mapping.tf2pt_name\n", " name_pt, tensor_pt = tf2pt.tf2pt(name_tf, tensor_tf, mapping_function)\n", " \n", " shape_pt = tuple(state_dict_pt[name_pt].shape)\n", " print(f'{str(shape_pt):18}', name_pt)\n", " \n", " # Sanity check\n", " if sum(shape_tf) != sum(shape_pt):\n", " raise ValueError\n", " \n", " # Add weights to PyTorch state dictionary\n", " state_dict_pt[name_pt] = tensor_pt\n", " print()\n", "torch.save(state_dict_pt, output_state_dict_pt_path)\n", "print('State dictionary saved to', output_state_dict_pt_path)" ], "execution_count": 12, "outputs": [ { "output_type": "stream", "text": [ "(16,) conv_0_bn_relu/bn_/beta\n", "(16,) block.0.convolutional_block.2.bias\n", "\n", "(16,) conv_0_bn_relu/bn_/gamma\n", "(16,) block.0.convolutional_block.2.weight\n", "\n", "(16,) conv_0_bn_relu/bn_/moving_mean\n", "(16,) block.0.convolutional_block.2.running_mean\n", "\n", "(16,) conv_0_bn_relu/bn_/moving_variance\n", "(16,) block.0.convolutional_block.2.running_var\n", "\n", "(3, 3, 3, 1, 16) conv_0_bn_relu/conv_/w\n", "(16, 1, 3, 3, 3) block.0.convolutional_block.1.weight\n", "\n", "(80,) conv_1_bn_relu/bn_/beta\n", "(80,) block.4.convolutional_block.1.bias\n", "\n", "(80,) conv_1_bn_relu/bn_/gamma\n", "(80,) block.4.convolutional_block.1.weight\n", "\n", "(80,) conv_1_bn_relu/bn_/moving_mean\n", "(80,) block.4.convolutional_block.1.running_mean\n", "\n", "(80,) conv_1_bn_relu/bn_/moving_variance\n", "(80,) block.4.convolutional_block.1.running_var\n", "\n", "(1, 1, 1, 64, 80) conv_1_bn_relu/conv_/w\n", "(80, 64, 1, 1, 1) block.4.convolutional_block.0.weight\n", "\n", "(160,) conv_2_bn/bn_/beta\n", "(160,) block.6.convolutional_block.1.bias\n", "\n", "(160,) conv_2_bn/bn_/gamma\n", "(160,) block.6.convolutional_block.1.weight\n", "\n", "(160,) conv_2_bn/bn_/moving_mean\n", "(160,) block.6.convolutional_block.1.running_mean\n", "\n", "(160,) conv_2_bn/bn_/moving_variance\n", "(160,) block.6.convolutional_block.1.running_var\n", "\n", "(1, 1, 1, 80, 160) conv_2_bn/conv_/w\n", "(160, 80, 1, 1, 1) block.6.convolutional_block.0.weight\n", "\n", "(16,) res_1_0/bn_0/beta\n", "(16,) block.1.dilation_block.0.residual_block.0.convolutional_block.0.bias\n", "\n", "(16,) res_1_0/bn_0/gamma\n", "(16,) block.1.dilation_block.0.residual_block.0.convolutional_block.0.weight\n", "\n", "(16,) res_1_0/bn_0/moving_mean\n", "(16,) block.1.dilation_block.0.residual_block.0.convolutional_block.0.running_mean\n", "\n", "(16,) res_1_0/bn_0/moving_variance\n", "(16,) block.1.dilation_block.0.residual_block.0.convolutional_block.0.running_var\n", "\n", "(16,) res_1_0/bn_1/beta\n", "(16,) block.1.dilation_block.0.residual_block.1.convolutional_block.0.bias\n", "\n", "(16,) res_1_0/bn_1/gamma\n", "(16,) block.1.dilation_block.0.residual_block.1.convolutional_block.0.weight\n", "\n", "(16,) res_1_0/bn_1/moving_mean\n", "(16,) block.1.dilation_block.0.residual_block.1.convolutional_block.0.running_mean\n", "\n", "(16,) res_1_0/bn_1/moving_variance\n", "(16,) block.1.dilation_block.0.residual_block.1.convolutional_block.0.running_var\n", "\n", "(3, 3, 3, 16, 16) res_1_0/conv_0/w\n", "(16, 16, 3, 3, 3) block.1.dilation_block.0.residual_block.0.convolutional_block.3.weight\n", "\n", "(3, 3, 3, 16, 16) res_1_0/conv_1/w\n", "(16, 16, 3, 3, 3) block.1.dilation_block.0.residual_block.1.convolutional_block.3.weight\n", "\n", "(16,) res_1_1/bn_0/beta\n", "(16,) block.1.dilation_block.1.residual_block.0.convolutional_block.0.bias\n", "\n", "(16,) res_1_1/bn_0/gamma\n", "(16,) block.1.dilation_block.1.residual_block.0.convolutional_block.0.weight\n", "\n", "(16,) res_1_1/bn_0/moving_mean\n", "(16,) block.1.dilation_block.1.residual_block.0.convolutional_block.0.running_mean\n", "\n", "(16,) res_1_1/bn_0/moving_variance\n", "(16,) block.1.dilation_block.1.residual_block.0.convolutional_block.0.running_var\n", "\n", "(16,) res_1_1/bn_1/beta\n", "(16,) block.1.dilation_block.1.residual_block.1.convolutional_block.0.bias\n", "\n", "(16,) res_1_1/bn_1/gamma\n", "(16,) block.1.dilation_block.1.residual_block.1.convolutional_block.0.weight\n", "\n", "(16,) res_1_1/bn_1/moving_mean\n", "(16,) block.1.dilation_block.1.residual_block.1.convolutional_block.0.running_mean\n", "\n", "(16,) res_1_1/bn_1/moving_variance\n", "(16,) block.1.dilation_block.1.residual_block.1.convolutional_block.0.running_var\n", "\n", "(3, 3, 3, 16, 16) res_1_1/conv_0/w\n", "(16, 16, 3, 3, 3) block.1.dilation_block.1.residual_block.0.convolutional_block.3.weight\n", "\n", "(3, 3, 3, 16, 16) res_1_1/conv_1/w\n", "(16, 16, 3, 3, 3) block.1.dilation_block.1.residual_block.1.convolutional_block.3.weight\n", "\n", "(16,) res_1_2/bn_0/beta\n", "(16,) block.1.dilation_block.2.residual_block.0.convolutional_block.0.bias\n", "\n", "(16,) res_1_2/bn_0/gamma\n", "(16,) block.1.dilation_block.2.residual_block.0.convolutional_block.0.weight\n", "\n", "(16,) res_1_2/bn_0/moving_mean\n", "(16,) block.1.dilation_block.2.residual_block.0.convolutional_block.0.running_mean\n", "\n", "(16,) res_1_2/bn_0/moving_variance\n", "(16,) block.1.dilation_block.2.residual_block.0.convolutional_block.0.running_var\n", "\n", "(16,) res_1_2/bn_1/beta\n", "(16,) block.1.dilation_block.2.residual_block.1.convolutional_block.0.bias\n", "\n", "(16,) res_1_2/bn_1/gamma\n", "(16,) block.1.dilation_block.2.residual_block.1.convolutional_block.0.weight\n", "\n", "(16,) res_1_2/bn_1/moving_mean\n", "(16,) block.1.dilation_block.2.residual_block.1.convolutional_block.0.running_mean\n", "\n", "(16,) res_1_2/bn_1/moving_variance\n", "(16,) block.1.dilation_block.2.residual_block.1.convolutional_block.0.running_var\n", "\n", "(3, 3, 3, 16, 16) res_1_2/conv_0/w\n", "(16, 16, 3, 3, 3) block.1.dilation_block.2.residual_block.0.convolutional_block.3.weight\n", "\n", "(3, 3, 3, 16, 16) res_1_2/conv_1/w\n", "(16, 16, 3, 3, 3) block.1.dilation_block.2.residual_block.1.convolutional_block.3.weight\n", "\n", "(16,) res_2_0/bn_0/beta\n", "(16,) block.2.dilation_block.0.residual_block.0.convolutional_block.0.bias\n", "\n", "(16,) res_2_0/bn_0/gamma\n", "(16,) block.2.dilation_block.0.residual_block.0.convolutional_block.0.weight\n", "\n", "(16,) res_2_0/bn_0/moving_mean\n", "(16,) block.2.dilation_block.0.residual_block.0.convolutional_block.0.running_mean\n", "\n", "(16,) res_2_0/bn_0/moving_variance\n", "(16,) block.2.dilation_block.0.residual_block.0.convolutional_block.0.running_var\n", "\n", "(32,) res_2_0/bn_1/beta\n", "(32,) block.2.dilation_block.0.residual_block.1.convolutional_block.0.bias\n", "\n", "(32,) res_2_0/bn_1/gamma\n", "(32,) block.2.dilation_block.0.residual_block.1.convolutional_block.0.weight\n", "\n", "(32,) res_2_0/bn_1/moving_mean\n", "(32,) block.2.dilation_block.0.residual_block.1.convolutional_block.0.running_mean\n", "\n", "(32,) res_2_0/bn_1/moving_variance\n", "(32,) block.2.dilation_block.0.residual_block.1.convolutional_block.0.running_var\n", "\n", "(3, 3, 3, 16, 32) res_2_0/conv_0/w\n", "(32, 16, 3, 3, 3) block.2.dilation_block.0.residual_block.0.convolutional_block.3.weight\n", "\n", "(3, 3, 3, 32, 32) res_2_0/conv_1/w\n", "(32, 32, 3, 3, 3) block.2.dilation_block.0.residual_block.1.convolutional_block.3.weight\n", "\n", "(32,) res_2_1/bn_0/beta\n", "(32,) block.2.dilation_block.1.residual_block.0.convolutional_block.0.bias\n", "\n", "(32,) res_2_1/bn_0/gamma\n", "(32,) block.2.dilation_block.1.residual_block.0.convolutional_block.0.weight\n", "\n", "(32,) res_2_1/bn_0/moving_mean\n", "(32,) block.2.dilation_block.1.residual_block.0.convolutional_block.0.running_mean\n", "\n", "(32,) res_2_1/bn_0/moving_variance\n", "(32,) block.2.dilation_block.1.residual_block.0.convolutional_block.0.running_var\n", "\n", "(32,) res_2_1/bn_1/beta\n", "(32,) block.2.dilation_block.1.residual_block.1.convolutional_block.0.bias\n", "\n", "(32,) res_2_1/bn_1/gamma\n", "(32,) block.2.dilation_block.1.residual_block.1.convolutional_block.0.weight\n", "\n", "(32,) res_2_1/bn_1/moving_mean\n", "(32,) block.2.dilation_block.1.residual_block.1.convolutional_block.0.running_mean\n", "\n", "(32,) res_2_1/bn_1/moving_variance\n", "(32,) block.2.dilation_block.1.residual_block.1.convolutional_block.0.running_var\n", "\n", "(3, 3, 3, 32, 32) res_2_1/conv_0/w\n", "(32, 32, 3, 3, 3) block.2.dilation_block.1.residual_block.0.convolutional_block.3.weight\n", "\n", "(3, 3, 3, 32, 32) res_2_1/conv_1/w\n", "(32, 32, 3, 3, 3) block.2.dilation_block.1.residual_block.1.convolutional_block.3.weight\n", "\n", "(32,) res_2_2/bn_0/beta\n", "(32,) block.2.dilation_block.2.residual_block.0.convolutional_block.0.bias\n", "\n", "(32,) res_2_2/bn_0/gamma\n", "(32,) block.2.dilation_block.2.residual_block.0.convolutional_block.0.weight\n", "\n", "(32,) res_2_2/bn_0/moving_mean\n", "(32,) block.2.dilation_block.2.residual_block.0.convolutional_block.0.running_mean\n", "\n", "(32,) res_2_2/bn_0/moving_variance\n", "(32,) block.2.dilation_block.2.residual_block.0.convolutional_block.0.running_var\n", "\n", "(32,) res_2_2/bn_1/beta\n", "(32,) block.2.dilation_block.2.residual_block.1.convolutional_block.0.bias\n", "\n", "(32,) res_2_2/bn_1/gamma\n", "(32,) block.2.dilation_block.2.residual_block.1.convolutional_block.0.weight\n", "\n", "(32,) res_2_2/bn_1/moving_mean\n", "(32,) block.2.dilation_block.2.residual_block.1.convolutional_block.0.running_mean\n", "\n", "(32,) res_2_2/bn_1/moving_variance\n", "(32,) block.2.dilation_block.2.residual_block.1.convolutional_block.0.running_var\n", "\n", "(3, 3, 3, 32, 32) res_2_2/conv_0/w\n", "(32, 32, 3, 3, 3) block.2.dilation_block.2.residual_block.0.convolutional_block.3.weight\n", "\n", "(3, 3, 3, 32, 32) res_2_2/conv_1/w\n", "(32, 32, 3, 3, 3) block.2.dilation_block.2.residual_block.1.convolutional_block.3.weight\n", "\n", "(32,) res_3_0/bn_0/beta\n", "(32,) block.3.dilation_block.0.residual_block.0.convolutional_block.0.bias\n", "\n", "(32,) res_3_0/bn_0/gamma\n", "(32,) block.3.dilation_block.0.residual_block.0.convolutional_block.0.weight\n", "\n", "(32,) res_3_0/bn_0/moving_mean\n", "(32,) block.3.dilation_block.0.residual_block.0.convolutional_block.0.running_mean\n", "\n", "(32,) res_3_0/bn_0/moving_variance\n", "(32,) block.3.dilation_block.0.residual_block.0.convolutional_block.0.running_var\n", "\n", "(64,) res_3_0/bn_1/beta\n", "(64,) block.3.dilation_block.0.residual_block.1.convolutional_block.0.bias\n", "\n", "(64,) res_3_0/bn_1/gamma\n", "(64,) block.3.dilation_block.0.residual_block.1.convolutional_block.0.weight\n", "\n", "(64,) res_3_0/bn_1/moving_mean\n", "(64,) block.3.dilation_block.0.residual_block.1.convolutional_block.0.running_mean\n", "\n", "(64,) res_3_0/bn_1/moving_variance\n", "(64,) block.3.dilation_block.0.residual_block.1.convolutional_block.0.running_var\n", "\n", "(3, 3, 3, 32, 64) res_3_0/conv_0/w\n", "(64, 32, 3, 3, 3) block.3.dilation_block.0.residual_block.0.convolutional_block.3.weight\n", "\n", "(3, 3, 3, 64, 64) res_3_0/conv_1/w\n", "(64, 64, 3, 3, 3) block.3.dilation_block.0.residual_block.1.convolutional_block.3.weight\n", "\n", "(64,) res_3_1/bn_0/beta\n", "(64,) block.3.dilation_block.1.residual_block.0.convolutional_block.0.bias\n", "\n", "(64,) res_3_1/bn_0/gamma\n", "(64,) block.3.dilation_block.1.residual_block.0.convolutional_block.0.weight\n", "\n", "(64,) res_3_1/bn_0/moving_mean\n", "(64,) block.3.dilation_block.1.residual_block.0.convolutional_block.0.running_mean\n", "\n", "(64,) res_3_1/bn_0/moving_variance\n", "(64,) block.3.dilation_block.1.residual_block.0.convolutional_block.0.running_var\n", "\n", "(64,) res_3_1/bn_1/beta\n", "(64,) block.3.dilation_block.1.residual_block.1.convolutional_block.0.bias\n", "\n", "(64,) res_3_1/bn_1/gamma\n", "(64,) block.3.dilation_block.1.residual_block.1.convolutional_block.0.weight\n", "\n", "(64,) res_3_1/bn_1/moving_mean\n", "(64,) block.3.dilation_block.1.residual_block.1.convolutional_block.0.running_mean\n", "\n", "(64,) res_3_1/bn_1/moving_variance\n", "(64,) block.3.dilation_block.1.residual_block.1.convolutional_block.0.running_var\n", "\n", "(3, 3, 3, 64, 64) res_3_1/conv_0/w\n", "(64, 64, 3, 3, 3) block.3.dilation_block.1.residual_block.0.convolutional_block.3.weight\n", "\n", "(3, 3, 3, 64, 64) res_3_1/conv_1/w\n", "(64, 64, 3, 3, 3) block.3.dilation_block.1.residual_block.1.convolutional_block.3.weight\n", "\n", "(64,) res_3_2/bn_0/beta\n", "(64,) block.3.dilation_block.2.residual_block.0.convolutional_block.0.bias\n", "\n", "(64,) res_3_2/bn_0/gamma\n", "(64,) block.3.dilation_block.2.residual_block.0.convolutional_block.0.weight\n", "\n", "(64,) res_3_2/bn_0/moving_mean\n", "(64,) block.3.dilation_block.2.residual_block.0.convolutional_block.0.running_mean\n", "\n", "(64,) res_3_2/bn_0/moving_variance\n", "(64,) block.3.dilation_block.2.residual_block.0.convolutional_block.0.running_var\n", "\n", "(64,) res_3_2/bn_1/beta\n", "(64,) block.3.dilation_block.2.residual_block.1.convolutional_block.0.bias\n", "\n", "(64,) res_3_2/bn_1/gamma\n", "(64,) block.3.dilation_block.2.residual_block.1.convolutional_block.0.weight\n", "\n", "(64,) res_3_2/bn_1/moving_mean\n", "(64,) block.3.dilation_block.2.residual_block.1.convolutional_block.0.running_mean\n", "\n", "(64,) res_3_2/bn_1/moving_variance\n", "(64,) block.3.dilation_block.2.residual_block.1.convolutional_block.0.running_var\n", "\n", "(3, 3, 3, 64, 64) res_3_2/conv_0/w\n", "(64, 64, 3, 3, 3) block.3.dilation_block.2.residual_block.0.convolutional_block.3.weight\n", "\n", "(3, 3, 3, 64, 64) res_3_2/conv_1/w\n", "(64, 64, 3, 3, 3) block.3.dilation_block.2.residual_block.1.convolutional_block.3.weight\n", "\n", "State dictionary saved to /tmp/miccai_niftynet_pytorch/state_dict_pt.pth\n" ], "name": "stdout" } ] }, { "cell_type": "markdown", "metadata": { "id": "6LqDCndc-GQn", "colab_type": "text" }, "source": [ "If PyTorch is happy when loading our state dict into the model, we should be on the right track 🤞..." ] }, { "cell_type": "code", "metadata": { "id": "yTjfy3Ng-GQo", "colab_type": "code", "outputId": "4feaac2d-b579-4a0e-fd27-b4dc8fc77574", "colab": { "base_uri": "https://localhost:8080/", "height": 34 } }, "source": [ "model.load_state_dict(state_dict_pt)" ], "execution_count": 13, "outputs": [ { "output_type": "execute_result", "data": { "text/plain": [ "IncompatibleKeys(missing_keys=[], unexpected_keys=[])" ] }, "metadata": { "tags": [] }, "execution_count": 13 } ] }, { "cell_type": "markdown", "metadata": { "id": "gDB7QItN-GQr", "colab_type": "text" }, "source": [ "No incompatible keys. Yay! 🎉" ] }, { "cell_type": "markdown", "metadata": { "colab_type": "text", "id": "GCOrhfw10W-H" }, "source": [ "### Plotting weights with PyTorch" ] }, { "cell_type": "markdown", "metadata": { "id": "1idXXNl_-GQs", "colab_type": "text" }, "source": [ "Something great about PyTorch is that the model parameters are easily accessible. Let's plot some of them before and after training:" ] }, { "cell_type": "code", "metadata": { "id": "UQ-Z5PLW-GQt", "colab_type": "code", "colab": {} }, "source": [ "model_initial = HighRes3DNet(num_input_modalities, num_classes, add_dropout_layer=True)\n", "model_pretrained = model" ], "execution_count": 0, "outputs": [] }, { "cell_type": "markdown", "metadata": { "id": "7Jqi47El-GQu", "colab_type": "text" }, "source": [ "By [default](https://github.com/pytorch/pytorch/blob/77353636de32a207cf0a332395f91011bc2f07fb/torch/nn/modules/conv.py#L48-L53), convolutional layers in PyTorch are initialized using [He uniform variance scaling](https://arxiv.org/abs/1502.01852). These are the probability density functions (PDFs) of the kernel parameters of each convolutional layer. Note how the domain of each function change with the corresponding input size at that layer." ] }, { "cell_type": "code", "metadata": { "id": "tfBMkE_0-GQv", "colab_type": "code", "outputId": "c4eccdf9-6d59-423f-a601-3f4600b58415", "colab": { "base_uri": "https://localhost:8080/", "height": 363 } }, "source": [ "visualization.plot_all_parameters(model_initial)" ], "execution_count": 15, "outputs": [ { "output_type": "display_data", "data": { "image/png": "iVBORw0KGgoAAAANSUhEUgAABhMAAAK1CAYAAADCPx9VAAAABHNCSVQICAgIfAhkiAAAAAlwSFlz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\n", "text/plain": [ "
" ] }, "metadata": { "tags": [], "image/png": { "width": 777, "height": 346 } } } ] }, { "cell_type": "markdown", "metadata": { "id": "DEK_puLj-GQx", "colab_type": "text" }, "source": [ "This is what the PDFs look like after training:" ] }, { "cell_type": "code", "metadata": { "id": "09f421v--GQx", "colab_type": "code", "outputId": "6d9720a5-da3f-4d15-8f3d-2a37df7cfc0a", "colab": { "base_uri": "https://localhost:8080/", "height": 363 } }, "source": [ "visualization.plot_all_parameters(model_pretrained)" ], "execution_count": 16, "outputs": [ { "output_type": "display_data", "data": { "image/png": "iVBORw0KGgoAAAANSUhEUgAABhMAAAK1CAYAAADCPx9VAAAABHNCSVQICAgIfAhkiAAAAAlwSFlz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\nAABJRU5ErkJggg==\n", "text/plain": [ "
" ] }, "metadata": { "tags": [], "image/png": { "width": 777, "height": 346 } } } ] }, { "cell_type": "markdown", "metadata": { "id": "gbWLjCuf-GQz", "colab_type": "text" }, "source": [ "## Testing the model" ] }, { "cell_type": "markdown", "metadata": { "id": "C7neDV1SHbQd", "colab_type": "text" }, "source": [ "The last step is to test the PyTorch model. We will preprocess the image according to the configuration file, initialize the reader, sampler and aggregator, run the inference, and verify that results are consistent between NiftyNet and PyTorch." ] }, { "cell_type": "markdown", "metadata": { "id": "ZU2H0tZV-GQ0", "colab_type": "text" }, "source": [ "### Configuration file" ] }, { "cell_type": "markdown", "metadata": { "id": "MENuqaOb-GQ1", "colab_type": "text" }, "source": [ "```ini\n", "[Modality0]\n", "path_to_search = data/OASIS/\n", "filename_contains = nii\n", "pixdim = (1.0, 1.0, 1.0)\n", "axcodes = (R, A, S)\n", "\n", "[NETWORK]\n", "name = highres3dnet\n", "volume_padding_size = 10\n", "whitening = True\n", "normalisation = True\n", "normalise_foreground_only=True\n", "foreground_type = mean_plus\n", "histogram_ref_file = databrain_std_hist_models_otsu.txt\n", "cutoff = (0.001, 0.999)\n", "\n", "[INFERENCE]\n", "border = 2\n", "spatial_window_size = (128, 128, 128)\n", "```" ] }, { "cell_type": "markdown", "metadata": { "id": "jmzVuT4o-GQ0", "colab_type": "text" }, "source": [ "We need to match the configuration used during training in order to obtain consistent results. These are the relevant contents of the downloaded [configuration file](https://niftynet.readthedocs.io/en/dev/config_spec.html):" ] }, { "cell_type": "code", "metadata": { "id": "nktX7nIG-GQ2", "colab_type": "code", "colab": {} }, "source": [ "config = ConfigParser()\n", "config.read(config_path);" ], "execution_count": 0, "outputs": [] }, { "cell_type": "markdown", "metadata": { "id": "WmuUjU6I-GQ4", "colab_type": "text" }, "source": [ "### Reader" ] }, { "cell_type": "markdown", "metadata": { "id": "Pl_IFXvF-GQ5", "colab_type": "text" }, "source": [ "The necessary preprocessing is described in the [paper](https://arxiv.org/abs/1707.01992), [code](https://github.com/NifTK/NiftyNet/blob/61f2a8bbac1348591412c00f55d1c19b91c0367f/niftynet/application/segmentation_application.py#L95-L192) and [configuration file](https://niftynet.readthedocs.io/en/dev/config_spec.html).\n", "\n", "NiftyNet offers some powerful I/O tools. We will use its readers, samplers and aggregators to read, preprocess and write all the files. There are multiple [demos in the NiftyNet repository](https://github.com/NifTK/NiftyNet/tree/dev/demos/module_examples) that show the usage of these modules." ] }, { "cell_type": "code", "metadata": { "id": "sfosG06G-GQ5", "colab_type": "code", "colab": {} }, "source": [ "%%capture\n", "input_dict = dict(\n", " path_to_search=str(data_dir),\n", " filename_contains='nii',\n", " axcodes=('R', 'A', 'S'),\n", " pixdim=(1, 1, 1),\n", ")\n", "data_parameters = {\n", " 'image': input_dict,\n", "}\n", "reader = ImageReader().initialise(data_parameters)" ], "execution_count": 0, "outputs": [] }, { "cell_type": "code", "metadata": { "id": "l7eq3plh-GQ8", "colab_type": "code", "outputId": "2a6eba03-9970-413a-e849-67bb76004264", "colab": { "base_uri": "https://localhost:8080/", "height": 34 } }, "source": [ "_, image_data_dict, _ = reader()\n", "original_image = image_data_dict['image']\n", "original_image.shape" ], "execution_count": 19, "outputs": [ { "output_type": "execute_result", "data": { "text/plain": [ "(160, 256, 256, 1, 1)" ] }, "metadata": { "tags": [] }, "execution_count": 19 } ] }, { "cell_type": "markdown", "metadata": { "id": "E00vuutg-GQ-", "colab_type": "text" }, "source": [ "Looking at the shape of our image and knowing that the reader reoriented it into [RAS+ orientation](http://www.grahamwideman.com/gw/brain/orientation/orientterms.htm), we can see that it represents $160$ sagittal slices of $256 \\times 256$ pixels, with $1$ channel (monomodal) and $1$ time point. Let's see what it looks like:" ] }, { "cell_type": "code", "metadata": { "id": "sXTYSIa9-GQ-", "colab_type": "code", "outputId": "66e84a7f-b989-4382-c42d-98fbfe3243c0", "colab": { "base_uri": "https://localhost:8080/", "height": 387 } }, "source": [ "plot_volume(original_image, title='Original volume')" ], "execution_count": 20, "outputs": [ { "output_type": "display_data", "data": { "image/png": "iVBORw0KGgoAAAANSUhEUgAABYEAAALkCAYAAABZUfrSAAAABHNCSVQICAgIfAhkiAAAAAlwSFlz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\nYII=\n", "text/plain": [ "
" ] }, "metadata": { "tags": [], "image/png": { "width": 704, "height": 370 } } } ] }, { "cell_type": "code", "metadata": { "id": "NLEPvDQa-GRA", "colab_type": "code", "outputId": "a2c02e69-5fa8-4e53-ac59-51d455f65884", "colab": { "base_uri": "https://localhost:8080/", "height": 288 } }, "source": [ "visualization.plot_histogram(original_image, kde=False, add_labels=True, ylim=(0, 1e6))" ], "execution_count": 21, "outputs": [ { "output_type": "display_data", "data": { "image/png": "iVBORw0KGgoAAAANSUhEUgAAA1YAAAIeCAYAAAC4IJ7eAAAABHNCSVQICAgIfAhkiAAAAAlwSFlz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\nQmCC\n", "text/plain": [ "
" ] }, "metadata": { "tags": [], "image/png": { "width": 427, "height": 271 } } } ] }, { "cell_type": "markdown", "metadata": { "id": "TYEEIRgQ-GRB", "colab_type": "text" }, "source": [ "### Preprocessing" ] }, { "cell_type": "markdown", "metadata": { "id": "IaM2mGXD-GRC", "colab_type": "text" }, "source": [ "We [pad the input volume](https://niftynet.readthedocs.io/en/dev/window_sizes.html#volume-padding-size) and crop the output volume to reduce the border effect introduced by the padded convolutions:" ] }, { "cell_type": "code", "metadata": { "id": "Ol2QCRpQ-GRC", "colab_type": "code", "colab": {} }, "source": [ "volume_padding_layer = PadLayer(\n", " image_name=['image'], # https://github.com/NifTK/NiftyNet/blob/61f2a8bbac1348591412c00f55d1c19b91c0367f/niftynet/layer/pad.py#L52\n", " border=(10, 10, 10),\n", ")" ], "execution_count": 0, "outputs": [] }, { "cell_type": "markdown", "metadata": { "id": "5ASBwVZ1-GRF", "colab_type": "text" }, "source": [ "We use a masking function in order to use only the foreground voxels for normalization:" ] }, { "cell_type": "code", "metadata": { "id": "apElf8g_-GRG", "colab_type": "code", "outputId": "02a22ad6-0f8d-4a3e-984b-92d6e1dcc8f5", "colab": { "base_uri": "https://localhost:8080/", "height": 387 } }, "source": [ "binary_masking_func = BinaryMaskingLayer(type_str=config['NETWORK']['foreground_type'])\n", "mask = binary_masking_func(original_image)\n", "plot_volume(mask, enhance=False, title='Binary mask for preprocessing')" ], "execution_count": 23, "outputs": [ { "output_type": "display_data", "data": { "image/png": "iVBORw0KGgoAAAANSUhEUgAABYEAAALkCAYAAABZUfrSAAAABHNCSVQICAgIfAhkiAAAAAlwSFlz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\npgkMAAAAAFBgmsAAAAAAAAX2f32m1sbuwgu2AAAAAElFTkSuQmCC\n", "text/plain": [ "
" ] }, "metadata": { "tags": [], "image/png": { "width": 704, "height": 370 } } } ] }, { "cell_type": "markdown", "metadata": { "id": "BuFjFTWI-GRI", "colab_type": "text" }, "source": [ "We use [MRI histogram standardization](https://ieeexplore.ieee.org/document/836373) trained on the training dataset for our test image. We use the mean intensity of the volume as a threshold for the mask, as the authors of the method claim that this usually gives good results." ] }, { "cell_type": "code", "metadata": { "id": "9zws5_LH-GRJ", "colab_type": "code", "colab": {} }, "source": [ "hist_norm = HistogramNormalisationLayer(\n", " image_name='image',\n", " modalities=['Modality0'],\n", " model_filename=str(histogram_landmarks_path),\n", " binary_masking_func=binary_masking_func,\n", " cutoff=(0.001, 0.999),\n", " name='hist_norm_layer',\n", ")" ], "execution_count": 0, "outputs": [] }, { "cell_type": "markdown", "metadata": { "id": "a4usKaPg-GRK", "colab_type": "text" }, "source": [ "Finally, we force our image foreground to have zero mean and unit variance:" ] }, { "cell_type": "code", "metadata": { "id": "9b-tLDKN-GRL", "colab_type": "code", "colab": {} }, "source": [ "whitening = MeanVarNormalisationLayer(\n", " image_name='image', binary_masking_func=binary_masking_func)" ], "execution_count": 0, "outputs": [] }, { "cell_type": "markdown", "metadata": { "id": "G0QdmP0r-GRO", "colab_type": "text" }, "source": [ "Here is our preprocessed image:" ] }, { "cell_type": "code", "metadata": { "id": "qeEaAHrR-GRO", "colab_type": "code", "outputId": "00b5fb9d-5c43-43a0-e968-7dc10df09f48", "colab": { "base_uri": "https://localhost:8080/", "height": 387 } }, "source": [ "%%capture --no-display\n", "preprocessing_layers = [\n", " volume_padding_layer,\n", " hist_norm,\n", " whitening,\n", "]\n", "reader = ImageReader().initialise(data_parameters)\n", "reader.add_preprocessing_layers(preprocessing_layers)\n", "_, image_data_dict, _ = reader()\n", "preprocessed_image = image_data_dict['image']\n", "plot_volume(preprocessed_image, title='Preprocessed image')" ], "execution_count": 26, "outputs": [ { "output_type": "display_data", "data": { "image/png": "iVBORw0KGgoAAAANSUhEUgAABYEAAALkCAYAAABZUfrSAAAABHNCSVQICAgIfAhkiAAAAAlwSFlz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\n", "text/plain": [ "
" ] }, "metadata": { "tags": [], "image/png": { "width": 704, "height": 370 } } } ] }, { "cell_type": "markdown", "metadata": { "id": "E3EEYMW--GRQ", "colab_type": "text" }, "source": [ "Note the small difference of intensities due to histogram standardization and the 10-voxel zero-padding.\n", "\n", "We can clearly see the effect of the whitening layer on the histogram:" ] }, { "cell_type": "code", "metadata": { "id": "vudZvVLo-GRQ", "colab_type": "code", "outputId": "45ae11be-e0f7-4b5a-86d9-97b322483e10", "colab": { "base_uri": "https://localhost:8080/", "height": 288 } }, "source": [ "visualization.plot_histogram(preprocessed_image, kde=False, add_labels=True, ylim=(0, 1e6))" ], "execution_count": 27, "outputs": [ { "output_type": "display_data", "data": { "image/png": "iVBORw0KGgoAAAANSUhEUgAAA1YAAAIeCAYAAAC4IJ7eAAAABHNCSVQICAgIfAhkiAAAAAlwSFlz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\n+AkTFt0AAAAASUVORK5CYII=\n", "text/plain": [ "
" ] }, "metadata": { "tags": [], "image/png": { "width": 427, "height": 271 } } } ] }, { "cell_type": "markdown", "metadata": { "id": "4xjpkM6V-GRS", "colab_type": "text" }, "source": [ "### Sampler and aggregator" ] }, { "cell_type": "markdown", "metadata": { "id": "2bZAfpZR-GRT", "colab_type": "text" }, "source": [ "As the whole image does not fit in most GPUs, we need to use a [patch-based](https://niftynet.readthedocs.io/en/dev/window_sizes.html) approach.\n", "\n", "\"drawing\"" ] }, { "cell_type": "markdown", "metadata": { "id": "gGWzGjBh-GRV", "colab_type": "text" }, "source": [ "We will use NiftyNet's grid sampler to get all windows from the volume (blue in the previous image) and a grid samples aggregator (red) to reconstruct the output image from the inferred windows. If you have any memory issues, try reducing the window size.\n", "\n", "The [window border](https://niftynet.readthedocs.io/en/dev/window_sizes.html#border) is needed to reduce the border effect in a dense prediction." ] }, { "cell_type": "code", "metadata": { "id": "qpZLGsgT-GRW", "colab_type": "code", "colab": {} }, "source": [ "%%capture\n", "window_size = 128\n", "window_size = 3 * (window_size, )\n", "window_border = 2, 2, 2\n", "window_size_dict = {'image': window_size}\n", "batch_size = 1\n", "\n", "sampler = GridSampler(\n", " reader,\n", " window_size_dict,\n", " window_border=window_border,\n", ")\n", "\n", "prediction_pt_dir = tempdir / 'prediction'\n", "prediction_pt_dir.mkdir(exist_ok=True)\n", "aggregator = GridSamplesAggregator(\n", " image_reader=reader,\n", " window_border=window_border,\n", " output_path=prediction_pt_dir,\n", ")" ], "execution_count": 0, "outputs": [] }, { "cell_type": "markdown", "metadata": { "id": "E4Thnl01amwO", "colab_type": "text" }, "source": [ "### Run inference" ] }, { "cell_type": "markdown", "metadata": { "id": "cHBl_aTM-GRb", "colab_type": "text" }, "source": [ "Now, the most important part: running the parcellation! We will iterate over the windows provided by the grid sampler, pass them through the network and aggregate them to the output volume. With the default parameters, the inference will run for 27 iterations, which might take a couple of minutes:" ] }, { "cell_type": "code", "metadata": { "id": "gFTMbpRD-GRb", "colab_type": "code", "outputId": "e87b82e2-c2c2-48a0-ac86-0be385d17747", "colab": { "base_uri": "https://localhost:8080/", "height": 598 } }, "source": [ "device = torch.device('cuda') if torch.cuda.is_available() else 'cpu'\n", "model.to(device)\n", "model.eval()\n", "for batch_index, batch_dict in enumerate(sampler()):\n", " print(f'Running inference iteration {batch_index}...')\n", " input_tensor = tf2pt.niftynet_batch_to_torch_tensor(batch_dict).to(device)\n", " with torch.no_grad():\n", " logits = model(input_tensor)\n", " labels = tf2pt.torch_logits_to_niftynet_labels(logits)\n", " window_dict = dict(window=labels)\n", " aggregator.decode_batch(window_dict, batch_dict['image_location'])\n", "\n", "# Release GPU memory\n", "del model\n", "del model_pretrained\n", "del input_tensor\n", "del logits\n", "torch.cuda.empty_cache()" ], "execution_count": 29, "outputs": [ { "output_type": "stream", "text": [ "I0824 12:06:55.225259 140162299176832 sampler_grid_v2.py:77] grid sampling image sizes: {'image': (180, 276, 276, 1, 1)}\n", "I0824 12:06:55.226367 140162299176832 sampler_grid_v2.py:79] grid sampling window sizes: {'image': (128, 128, 128, 1, 1)}\n", "I0824 12:06:55.227269 140162299176832 sampler_grid_v2.py:87] yielding 27 locations from image\n" ], "name": "stderr" }, { "output_type": "stream", "text": [ "Running inference iteration 0...\n", "Running inference iteration 1...\n", "Running inference iteration 2...\n", "Running inference iteration 3...\n", "Running inference iteration 4...\n", "Running inference iteration 5...\n", "Running inference iteration 6...\n", "Running inference iteration 7...\n", "Running inference iteration 8...\n", "Running inference iteration 9...\n", "Running inference iteration 10...\n", "Running inference iteration 11...\n", "Running inference iteration 12...\n", "Running inference iteration 13...\n", "Running inference iteration 14...\n", "Running inference iteration 15...\n", "Running inference iteration 16...\n", "Running inference iteration 17...\n", "Running inference iteration 18...\n", "Running inference iteration 19...\n", "Running inference iteration 20...\n", "Running inference iteration 21...\n", "Running inference iteration 22...\n", "Running inference iteration 23...\n", "Running inference iteration 24...\n", "Running inference iteration 25...\n", "Running inference iteration 26...\n", "Running inference iteration 27...\n" ], "name": "stdout" }, { "output_type": "stream", "text": [ "W0824 12:10:27.618356 140162299176832 misc_io.py:404] File /tmp/miccai_niftynet_pytorch/prediction/window_OAS1_0145_MR2_mpr_n4_anon_sbj_111_niftynet_out.nii.gz exists, overwriting the file.\n", "I0824 12:10:27.770883 140162299176832 misc_io.py:409] Saved /tmp/miccai_niftynet_pytorch/prediction/window_OAS1_0145_MR2_mpr_n4_anon_sbj_111_niftynet_out.nii.gz\n" ], "name": "stderr" } ] }, { "cell_type": "markdown", "metadata": { "id": "xQxvxkaI-GRd", "colab_type": "text" }, "source": [ "Let's [run the inference using NiftyNet](https://github.com/NifTK/NiftyNetModelZoo/tree/5-reorganising-with-lfs/highres3dnet_brain_parcellation#generating-segmentations-for-example-data) as well, so that we can compare both results. As before, this step might take a couple of minutes:" ] }, { "cell_type": "code", "metadata": { "id": "aE3ob5z1-GRd", "colab_type": "code", "outputId": "b6330d23-c06a-4e27-b504-70da64e67cdb", "colab": { "base_uri": "https://localhost:8080/", "height": 1000 } }, "source": [ "%run NiftyNet/net_segment.py inference -c ~/niftynet/extensions/highres3dnet_brain_parcellation/highres3dnet_config_eval.ini" ], "execution_count": 30, "outputs": [ { "output_type": "stream", "text": [ "NiftyNet version 0+untagged.1.g299b972\n", "[CUSTOM]\n", "-- num_classes: 160\n", "-- output_prob: False\n", "-- label_normalisation: False\n", "-- softmax: True\n", "-- min_sampling_ratio: 0\n", "-- compulsory_labels: (0, 1)\n", "-- rand_samples: 0\n", "-- min_numb_labels: 1\n", "-- proba_connect: True\n", "-- evaluation_units: foreground\n", "-- label: ()\n", "-- weight: ()\n", "-- inferred: ()\n", "-- image: ('Modality0',)\n", "-- sampler: ()\n", "-- name: net_segment\n", "[CONFIG_FILE]\n", "-- path: /root/niftynet/extensions/highres3dnet_brain_parcellation/highres3dnet_config_eval.ini\n", "[MODALITY0]\n", "-- csv_file: \n", "-- path_to_search: data/OASIS/\n", "-- filename_contains: ('nii',)\n", "-- filename_not_contains: ()\n", "-- filename_removefromid: \n", "-- interp_order: 0\n", "-- loader: None\n", "-- pixdim: (1.0, 1.0, 1.0)\n", "-- axcodes: ('R', 'A', 'S')\n", "-- spatial_window_size: (96, 96, 96)\n", "[SYSTEM]\n", "-- cuda_devices: \"\"\n", "-- num_threads: 2\n", "-- num_gpus: 1\n", "-- model_dir: /root/niftynet/models/highres3dnet_brain_parcellation\n", "-- dataset_split_file: ./dataset_split.csv\n", "-- event_handler: ('model_saver', 'model_restorer', 'sampler_threading', 'apply_gradients', 'output_interpreter', 'console_logger', 'tensorboard_logger', 'performance_logger')\n", "-- iteration_generator: iteration_generator\n", "-- action: inference\n", "[NETWORK]\n", "-- name: highres3dnet\n", "-- activation_function: relu\n", "-- batch_size: 1\n", "-- smaller_final_batch_mode: pad\n", "-- decay: 0.0\n", "-- reg_type: L2\n", "-- volume_padding_size: (10, 10, 10)\n", "-- volume_padding_mode: minimum\n", "-- volume_padding_to_size: (0,)\n", "-- window_sampling: uniform\n", "-- force_output_identity_resizing: False\n", "-- queue_length: 5\n", "-- multimod_foreground_type: and\n", "-- histogram_ref_file: databrain_std_hist_models_otsu.txt\n", "-- norm_type: percentile\n", "-- cutoff: (0.001, 0.999)\n", "-- foreground_type: mean_plus\n", "-- normalisation: True\n", "-- rgb_normalisation: False\n", "-- whitening: True\n", "-- normalise_foreground_only: True\n", "-- weight_initializer: he_normal\n", "-- bias_initializer: zeros\n", "-- keep_prob: 1.0\n", "-- weight_initializer_args: {}\n", "-- bias_initializer_args: {}\n", "[INFERENCE]\n", "-- spatial_window_size: (128, 128, 128)\n", "-- inference_iter: 33000\n", "-- dataset_to_infer: \n", "-- save_seg_dir: ./parcellation_output\n", "-- output_postfix: _niftynet_out\n", "-- output_interp_order: 0\n", "-- border: (2, 2, 2)\n", "-- fill_constant: 0.0\n", "\u001b[1mINFO:niftynet:\u001b[0m starting segmentation application\n" ], "name": "stdout" }, { "output_type": "stream", "text": [ "I0824 12:10:28.327971 140162299176832 segmentation_application.py:43] starting segmentation application\n" ], "name": "stderr" }, { "output_type": "stream", "text": [ "\u001b[1mINFO:niftynet:\u001b[0m `csv_file = ` not found, writing to \"/root/niftynet/models/highres3dnet_brain_parcellation/Modality0.csv\" instead.\n" ], "name": "stdout" }, { "output_type": "stream", "text": [ "I0824 12:10:28.334575 140162299176832 image_sets_partitioner.py:266] `csv_file = ` not found, writing to \"/root/niftynet/models/highres3dnet_brain_parcellation/Modality0.csv\" instead.\n" ], "name": "stderr" }, { "output_type": "stream", "text": [ "\u001b[1mINFO:niftynet:\u001b[0m Overwriting existing: \"/root/niftynet/models/highres3dnet_brain_parcellation/Modality0.csv\".\n" ], "name": "stdout" }, { "output_type": "stream", "text": [ "I0824 12:10:28.342744 140162299176832 image_sets_partitioner.py:269] Overwriting existing: \"/root/niftynet/models/highres3dnet_brain_parcellation/Modality0.csv\".\n" ], "name": "stderr" }, { "output_type": "stream", "text": [ "\u001b[1mINFO:niftynet:\u001b[0m [Modality0] search file folders, writing csv file /root/niftynet/models/highres3dnet_brain_parcellation/Modality0.csv\n" ], "name": "stdout" }, { "output_type": "stream", "text": [ "I0824 12:10:28.347836 140162299176832 image_sets_partitioner.py:286] [Modality0] search file folders, writing csv file /root/niftynet/models/highres3dnet_brain_parcellation/Modality0.csv\n" ], "name": "stderr" }, { "output_type": "stream", "text": [ "\u001b[1mINFO:niftynet:\u001b[0m \n", "\n", "Number of subjects 1, input section names: ['subject_id', 'Modality0']\n", "-- using all subjects (without data partitioning).\n", "\n" ], "name": "stdout" }, { "output_type": "stream", "text": [ "I0824 12:10:28.358435 140162299176832 image_sets_partitioner.py:90] \n", "\n", "Number of subjects 1, input section names: ['subject_id', 'Modality0']\n", "-- using all subjects (without data partitioning).\n", "\n" ], "name": "stderr" }, { "output_type": "stream", "text": [ "\rreading datasets headers |----------| 0.0% \r\u001b[1mINFO:niftynet:\u001b[0m Image reader: loading 1 subjects from sections ('Modality0',) as input [image]\n" ], "name": "stdout" }, { "output_type": "stream", "text": [ "I0824 12:10:28.371430 140162299176832 image_reader.py:178] Image reader: loading 1 subjects from sections ('Modality0',) as input [image]\n" ], "name": "stderr" }, { "output_type": "stream", "text": [ "\u001b[1mINFO:niftynet:\u001b[0m normalisation histogram reference models ready for image:('Modality0',)\n" ], "name": "stdout" }, { "output_type": "stream", "text": [ "I0824 12:10:28.377284 140162299176832 histogram_normalisation.py:109] normalisation histogram reference models ready for image:('Modality0',)\n" ], "name": "stderr" }, { "output_type": "stream", "text": [ "\u001b[1mINFO:niftynet:\u001b[0m initialised window instance\n" ], "name": "stdout" }, { "output_type": "stream", "text": [ "I0824 12:10:28.417274 140162299176832 sampler_grid_v2.py:53] initialised window instance\n" ], "name": "stderr" }, { "output_type": "stream", "text": [ "\u001b[1mINFO:niftynet:\u001b[0m initialised grid sampler {'image': (1, 128, 128, 128, 1, 1), 'image_location': (1, 7)}\n" ], "name": "stdout" }, { "output_type": "stream", "text": [ "I0824 12:10:28.418755 140162299176832 sampler_grid_v2.py:54] initialised grid sampler {'image': (1, 128, 128, 128, 1, 1), 'image_location': (1, 7)}\n" ], "name": "stderr" }, { "output_type": "stream", "text": [ "\u001b[1mINFO:niftynet:\u001b[0m using HighRes3DNet\n" ], "name": "stdout" }, { "output_type": "stream", "text": [ "I0824 12:10:28.432965 140162299176832 base_net.py:29] using HighRes3DNet\n" ], "name": "stderr" }, { "output_type": "stream", "text": [ "\u001b[1mWARNING:niftynet:\u001b[0m From NiftyNet/niftynet/application/base_application.py:203: The name tf.placeholder_with_default is deprecated. Please use tf.compat.v1.placeholder_with_default instead.\n", "\n" ], "name": "stdout" }, { "output_type": "stream", "text": [ "W0824 12:10:28.434620 140162299176832 deprecation_wrapper.py:119] From NiftyNet/niftynet/application/base_application.py:203: The name tf.placeholder_with_default is deprecated. Please use tf.compat.v1.placeholder_with_default instead.\n", "\n" ], "name": "stderr" }, { "output_type": "stream", "text": [ "\u001b[1mINFO:niftynet:\u001b[0m Initialising dataset from generator...\n" ], "name": "stdout" }, { "output_type": "stream", "text": [ "I0824 12:10:28.444165 140162299176832 image_window_dataset.py:318] Initialising dataset from generator...\n" ], "name": "stderr" }, { "output_type": "stream", "text": [ "\u001b[1mWARNING:niftynet:\u001b[0m From NiftyNet/niftynet/layer/convolution.py:89: The name tf.get_variable is deprecated. Please use tf.compat.v1.get_variable instead.\n", "\n" ], "name": "stdout" }, { "output_type": "stream", "text": [ "W0824 12:10:28.746025 140162299176832 deprecation_wrapper.py:119] From NiftyNet/niftynet/layer/convolution.py:89: The name tf.get_variable is deprecated. Please use tf.compat.v1.get_variable instead.\n", "\n" ], "name": "stderr" }, { "output_type": "stream", "text": [ "\u001b[1mWARNING:niftynet:\u001b[0m From NiftyNet/niftynet/layer/bn.py:75: The name tf.add_to_collection is deprecated. Please use tf.compat.v1.add_to_collection instead.\n", "\n" ], "name": "stdout" }, { "output_type": "stream", "text": [ "W0824 12:10:28.798005 140162299176832 deprecation_wrapper.py:119] From NiftyNet/niftynet/layer/bn.py:75: The name tf.add_to_collection is deprecated. Please use tf.compat.v1.add_to_collection instead.\n", "\n" ], "name": "stderr" }, { "output_type": "stream", "text": [ "\u001b[1mWARNING:niftynet:\u001b[0m From NiftyNet/niftynet/engine/application_variables.py:188: The name tf.summary.merge_all is deprecated. Please use tf.compat.v1.summary.merge_all instead.\n", "\n" ], "name": "stdout" }, { "output_type": "stream", "text": [ "W0824 12:10:30.033472 140162299176832 deprecation_wrapper.py:119] From NiftyNet/niftynet/engine/application_variables.py:188: The name tf.summary.merge_all is deprecated. Please use tf.compat.v1.summary.merge_all instead.\n", "\n" ], "name": "stderr" }, { "output_type": "stream", "text": [ "\u001b[1mWARNING:niftynet:\u001b[0m From NiftyNet/niftynet/engine/handler_model.py:108: The name tf.train.Saver is deprecated. Please use tf.compat.v1.train.Saver instead.\n", "\n" ], "name": "stdout" }, { "output_type": "stream", "text": [ "W0824 12:10:30.041137 140162299176832 deprecation_wrapper.py:119] From NiftyNet/niftynet/engine/handler_model.py:108: The name tf.train.Saver is deprecated. Please use tf.compat.v1.train.Saver instead.\n", "\n" ], "name": "stderr" }, { "output_type": "stream", "text": [ "\u001b[1mINFO:niftynet:\u001b[0m Restoring parameters from /root/niftynet/models/highres3dnet_brain_parcellation/models/model.ckpt-33000\n" ], "name": "stdout" }, { "output_type": "stream", "text": [ "I0824 12:10:30.175667 140162299176832 saver.py:1280] Restoring parameters from /root/niftynet/models/highres3dnet_brain_parcellation/models/model.ckpt-33000\n" ], "name": "stderr" }, { "output_type": "stream", "text": [ "\u001b[1mINFO:niftynet:\u001b[0m grid sampling image sizes: {'image': (180, 276, 276, 1, 1)}\n" ], "name": "stdout" }, { "output_type": "stream", "text": [ "I0824 12:10:33.128409 140156488800000 sampler_grid_v2.py:77] grid sampling image sizes: {'image': (180, 276, 276, 1, 1)}\n" ], "name": "stderr" }, { "output_type": "stream", "text": [ "\u001b[1mINFO:niftynet:\u001b[0m grid sampling window sizes: {'image': (128, 128, 128, 1, 1)}\n" ], "name": "stdout" }, { "output_type": "stream", "text": [ "I0824 12:10:33.131004 140156488800000 sampler_grid_v2.py:79] grid sampling window sizes: {'image': (128, 128, 128, 1, 1)}\n" ], "name": "stderr" }, { "output_type": "stream", "text": [ "\u001b[1mINFO:niftynet:\u001b[0m yielding 27 locations from image\n" ], "name": "stdout" }, { "output_type": "stream", "text": [ "I0824 12:10:33.132872 140156488800000 sampler_grid_v2.py:87] yielding 27 locations from image\n" ], "name": "stderr" }, { "output_type": "stream", "text": [ "\u001b[1mINFO:niftynet:\u001b[0m inference iter 0, (7.315654s)\n" ], "name": "stdout" }, { "output_type": "stream", "text": [ "I0824 12:10:38.443375 140162299176832 handler_console.py:40] inference iter 0, (7.315654s)\n" ], "name": "stderr" }, { "output_type": "stream", "text": [ "\u001b[1mINFO:niftynet:\u001b[0m inference iter 1, (1.591577s)\n" ], "name": "stdout" }, { "output_type": "stream", "text": [ "I0824 12:10:40.040257 140162299176832 handler_console.py:40] inference iter 1, (1.591577s)\n" ], "name": "stderr" }, { "output_type": "stream", "text": [ "\u001b[1mINFO:niftynet:\u001b[0m inference iter 2, (1.595835s)\n" ], "name": "stdout" }, { "output_type": "stream", "text": [ "I0824 12:10:41.643666 140162299176832 handler_console.py:40] inference iter 2, (1.595835s)\n" ], "name": "stderr" }, { "output_type": "stream", "text": [ "\u001b[1mINFO:niftynet:\u001b[0m inference iter 3, (1.601706s)\n" ], "name": "stdout" }, { "output_type": "stream", "text": [ "I0824 12:10:43.252801 140162299176832 handler_console.py:40] inference iter 3, (1.601706s)\n" ], "name": "stderr" }, { "output_type": "stream", "text": [ "\u001b[1mINFO:niftynet:\u001b[0m inference iter 4, (1.612712s)\n" ], "name": "stdout" }, { "output_type": "stream", "text": [ "I0824 12:10:44.872672 140162299176832 handler_console.py:40] inference iter 4, (1.612712s)\n" ], "name": "stderr" }, { "output_type": "stream", "text": [ "\u001b[1mINFO:niftynet:\u001b[0m inference iter 5, (1.615927s)\n" ], "name": "stdout" }, { "output_type": "stream", "text": [ "I0824 12:10:46.493710 140162299176832 handler_console.py:40] inference iter 5, (1.615927s)\n" ], "name": "stderr" }, { "output_type": "stream", "text": [ "\u001b[1mINFO:niftynet:\u001b[0m inference iter 6, (1.622650s)\n" ], "name": "stdout" }, { "output_type": "stream", "text": [ "I0824 12:10:48.121539 140162299176832 handler_console.py:40] inference iter 6, (1.622650s)\n" ], "name": "stderr" }, { "output_type": "stream", "text": [ "\u001b[1mINFO:niftynet:\u001b[0m inference iter 7, (1.637223s)\n" ], "name": "stdout" }, { "output_type": "stream", "text": [ "I0824 12:10:49.763940 140162299176832 handler_console.py:40] inference iter 7, (1.637223s)\n" ], "name": "stderr" }, { "output_type": "stream", "text": [ "\u001b[1mINFO:niftynet:\u001b[0m inference iter 8, (1.636990s)\n" ], "name": "stdout" }, { "output_type": "stream", "text": [ "I0824 12:10:51.408813 140162299176832 handler_console.py:40] inference iter 8, (1.636990s)\n" ], "name": "stderr" }, { "output_type": "stream", "text": [ "\u001b[1mINFO:niftynet:\u001b[0m inference iter 9, (1.635794s)\n" ], "name": "stdout" }, { "output_type": "stream", "text": [ "I0824 12:10:53.050500 140162299176832 handler_console.py:40] inference iter 9, (1.635794s)\n" ], "name": "stderr" }, { "output_type": "stream", "text": [ "\u001b[1mINFO:niftynet:\u001b[0m inference iter 10, (1.650809s)\n" ], "name": "stdout" }, { "output_type": "stream", "text": [ "I0824 12:10:54.706475 140162299176832 handler_console.py:40] inference iter 10, (1.650809s)\n" ], "name": "stderr" }, { "output_type": "stream", "text": [ "\u001b[1mINFO:niftynet:\u001b[0m inference iter 11, (1.651816s)\n" ], "name": "stdout" }, { "output_type": "stream", "text": [ "I0824 12:10:56.366582 140162299176832 handler_console.py:40] inference iter 11, (1.651816s)\n" ], "name": "stderr" }, { "output_type": "stream", "text": [ "\u001b[1mINFO:niftynet:\u001b[0m inference iter 12, (1.655789s)\n" ], "name": "stdout" }, { "output_type": "stream", "text": [ "I0824 12:10:58.027561 140162299176832 handler_console.py:40] inference iter 12, (1.655789s)\n" ], "name": "stderr" }, { "output_type": "stream", "text": [ "\u001b[1mINFO:niftynet:\u001b[0m inference iter 13, (1.669464s)\n" ], "name": "stdout" }, { "output_type": "stream", "text": [ "I0824 12:10:59.706380 140162299176832 handler_console.py:40] inference iter 13, (1.669464s)\n" ], "name": "stderr" }, { "output_type": "stream", "text": [ "\u001b[1mINFO:niftynet:\u001b[0m inference iter 14, (1.671419s)\n" ], "name": "stdout" }, { "output_type": "stream", "text": [ "I0824 12:11:01.383064 140162299176832 handler_console.py:40] inference iter 14, (1.671419s)\n" ], "name": "stderr" }, { "output_type": "stream", "text": [ "\u001b[1mINFO:niftynet:\u001b[0m inference iter 15, (1.663218s)\n" ], "name": "stdout" }, { "output_type": "stream", "text": [ "I0824 12:11:03.053671 140162299176832 handler_console.py:40] inference iter 15, (1.663218s)\n" ], "name": "stderr" }, { "output_type": "stream", "text": [ "\u001b[1mINFO:niftynet:\u001b[0m inference iter 16, (1.675240s)\n" ], "name": "stdout" }, { "output_type": "stream", "text": [ "I0824 12:11:04.733911 140162299176832 handler_console.py:40] inference iter 16, (1.675240s)\n" ], "name": "stderr" }, { "output_type": "stream", "text": [ "\u001b[1mINFO:niftynet:\u001b[0m inference iter 17, (1.663274s)\n" ], "name": "stdout" }, { "output_type": "stream", "text": [ "I0824 12:11:06.405000 140162299176832 handler_console.py:40] inference iter 17, (1.663274s)\n" ], "name": "stderr" }, { "output_type": "stream", "text": [ "\u001b[1mINFO:niftynet:\u001b[0m inference iter 18, (1.645207s)\n" ], "name": "stdout" }, { "output_type": "stream", "text": [ "I0824 12:11:08.058596 140162299176832 handler_console.py:40] inference iter 18, (1.645207s)\n" ], "name": "stderr" }, { "output_type": "stream", "text": [ "\u001b[1mINFO:niftynet:\u001b[0m inference iter 19, (1.652493s)\n" ], "name": "stdout" }, { "output_type": "stream", "text": [ "I0824 12:11:09.716219 140162299176832 handler_console.py:40] inference iter 19, (1.652493s)\n" ], "name": "stderr" }, { "output_type": "stream", "text": [ "\u001b[1mINFO:niftynet:\u001b[0m inference iter 20, (1.639503s)\n" ], "name": "stdout" }, { "output_type": "stream", "text": [ "I0824 12:11:11.362059 140162299176832 handler_console.py:40] inference iter 20, (1.639503s)\n" ], "name": "stderr" }, { "output_type": "stream", "text": [ "\u001b[1mINFO:niftynet:\u001b[0m inference iter 21, (1.630568s)\n" ], "name": "stdout" }, { "output_type": "stream", "text": [ "I0824 12:11:13.000304 140162299176832 handler_console.py:40] inference iter 21, (1.630568s)\n" ], "name": "stderr" }, { "output_type": "stream", "text": [ "\u001b[1mINFO:niftynet:\u001b[0m inference iter 22, (1.635228s)\n" ], "name": "stdout" }, { "output_type": "stream", "text": [ "I0824 12:11:14.641099 140162299176832 handler_console.py:40] inference iter 22, (1.635228s)\n" ], "name": "stderr" }, { "output_type": "stream", "text": [ "\u001b[1mINFO:niftynet:\u001b[0m inference iter 23, (1.622761s)\n" ], "name": "stdout" }, { "output_type": "stream", "text": [ "I0824 12:11:16.269007 140162299176832 handler_console.py:40] inference iter 23, (1.622761s)\n" ], "name": "stderr" }, { "output_type": "stream", "text": [ "\u001b[1mINFO:niftynet:\u001b[0m inference iter 24, (1.618477s)\n" ], "name": "stdout" }, { "output_type": "stream", "text": [ "I0824 12:11:17.896695 140162299176832 handler_console.py:40] inference iter 24, (1.618477s)\n" ], "name": "stderr" }, { "output_type": "stream", "text": [ "\u001b[1mINFO:niftynet:\u001b[0m inference iter 25, (1.621659s)\n" ], "name": "stdout" }, { "output_type": "stream", "text": [ "I0824 12:11:19.525891 140162299176832 handler_console.py:40] inference iter 25, (1.621659s)\n" ], "name": "stderr" }, { "output_type": "stream", "text": [ "\u001b[1mINFO:niftynet:\u001b[0m inference iter 26, (1.616255s)\n" ], "name": "stdout" }, { "output_type": "stream", "text": [ "I0824 12:11:21.149623 140162299176832 handler_console.py:40] inference iter 26, (1.616255s)\n" ], "name": "stderr" }, { "output_type": "stream", "text": [ "\u001b[1mWARNING:niftynet:\u001b[0m File /root/niftynet/models/highres3dnet_brain_parcellation/parcellation_output/window_seg_OAS1_0145_MR2_mpr_n4_anon_sbj_111__niftynet_out.nii.gz exists, overwriting the file.\n" ], "name": "stdout" }, { "output_type": "stream", "text": [ "W0824 12:11:22.753985 140162299176832 misc_io.py:404] File /root/niftynet/models/highres3dnet_brain_parcellation/parcellation_output/window_seg_OAS1_0145_MR2_mpr_n4_anon_sbj_111__niftynet_out.nii.gz exists, overwriting the file.\n" ], "name": "stderr" }, { "output_type": "stream", "text": [ "\u001b[1mINFO:niftynet:\u001b[0m Saved /root/niftynet/models/highres3dnet_brain_parcellation/parcellation_output/window_seg_OAS1_0145_MR2_mpr_n4_anon_sbj_111__niftynet_out.nii.gz\n" ], "name": "stdout" }, { "output_type": "stream", "text": [ "I0824 12:11:23.047438 140162299176832 misc_io.py:409] Saved /root/niftynet/models/highres3dnet_brain_parcellation/parcellation_output/window_seg_OAS1_0145_MR2_mpr_n4_anon_sbj_111__niftynet_out.nii.gz\n" ], "name": "stderr" }, { "output_type": "stream", "text": [ "\u001b[1mINFO:niftynet:\u001b[0m inference iter 27, (1.599496s)\n" ], "name": "stdout" }, { "output_type": "stream", "text": [ "I0824 12:11:23.050465 140162299176832 handler_console.py:40] inference iter 27, (1.599496s)\n" ], "name": "stderr" }, { "output_type": "stream", "text": [ "\u001b[1mINFO:niftynet:\u001b[0m stopping -- event handler: OutputInterpreter.\n" ], "name": "stdout" }, { "output_type": "stream", "text": [ "I0824 12:11:23.052951 140162299176832 application_driver.py:336] stopping -- event handler: OutputInterpreter.\n" ], "name": "stderr" }, { "output_type": "stream", "text": [ "\u001b[1mINFO:niftynet:\u001b[0m cleaning up...\n" ], "name": "stdout" }, { "output_type": "stream", "text": [ "I0824 12:11:23.055260 140162299176832 application_driver.py:220] cleaning up...\n" ], "name": "stderr" }, { "output_type": "stream", "text": [ "\u001b[1mINFO:niftynet:\u001b[0m stopping sampling threads\n" ], "name": "stdout" }, { "output_type": "stream", "text": [ "I0824 12:11:23.057387 140162299176832 handler_sampler.py:53] stopping sampling threads\n" ], "name": "stderr" }, { "output_type": "stream", "text": [ "\u001b[1mINFO:niftynet:\u001b[0m SegmentationApplication stopped (time in second 53.05).\n" ], "name": "stdout" }, { "output_type": "stream", "text": [ "I0824 12:11:23.083722 140162299176832 application_driver.py:232] SegmentationApplication stopped (time in second 53.05).\n" ], "name": "stderr" }, { "output_type": "display_data", "data": { "text/plain": [ "
" ] }, "metadata": { "tags": [] } } ] }, { "cell_type": "markdown", "metadata": { "id": "Xdr-xqd7-GRf", "colab_type": "text" }, "source": [ "### Check results" ] }, { "cell_type": "code", "metadata": { "id": "GP56VSTU-GRf", "colab_type": "code", "colab": {} }, "source": [ "%%capture\n", "input_image = utils.get_first_array(data_dir)\n", "labels_nn = utils.get_first_array(models_dir).astype(np.uint16)\n", "labels_pt = utils.get_first_array(prediction_pt_dir).astype(np.uint16)" ], "execution_count": 0, "outputs": [] }, { "cell_type": "markdown", "metadata": { "id": "Ed-TbNQJ-GRh", "colab_type": "text" }, "source": [ "#### Quantitatively" ] }, { "cell_type": "code", "metadata": { "id": "cd2xJo9q-GRh", "colab_type": "code", "outputId": "358fd4e8-85cb-4348-f218-f0751951ea88", "colab": { "base_uri": "https://localhost:8080/", "height": 34 } }, "source": [ "difference = labels_nn != labels_pt\n", "num_different_voxels = np.count_nonzero(difference)\n", "print('Number of different voxels:', num_different_voxels)" ], "execution_count": 32, "outputs": [ { "output_type": "stream", "text": [ "Number of different voxels: 0\n" ], "name": "stdout" } ] }, { "cell_type": "markdown", "metadata": { "id": "8_DH9biz-GRj", "colab_type": "text" }, "source": [ "Success! ✨ Both parcellations are exactly the same." ] }, { "cell_type": "markdown", "metadata": { "id": "ID_PA6YA-GRj", "colab_type": "text" }, "source": [ "#### Qualitatively" ] }, { "cell_type": "code", "metadata": { "id": "cyGkVgz_-GRk", "colab_type": "code", "outputId": "f5455ebd-03fa-413c-a14b-9552ad419601", "colab": { "base_uri": "https://localhost:8080/", "height": 387 } }, "source": [ "plot_volume(\n", " labels_nn,\n", " enhance=False,\n", " colors_path=color_table_path,\n", " title='Parcellation inferred by NiftyNet',\n", ")" ], "execution_count": 33, "outputs": [ { "output_type": "display_data", "data": { "image/png": "iVBORw0KGgoAAAANSUhEUgAABYEAAALkCAYAAABZUfrSAAAABHNCSVQICAgIfAhkiAAAAAlwSFlz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\nAAAAAACQYhSBAQAAAAAAACDF/n8xEtuc8TbXUAAAAABJRU5ErkJggg==\n", "text/plain": [ "
" ] }, "metadata": { "tags": [], "image/png": { "width": 704, "height": 370 } } } ] }, { "cell_type": "code", "metadata": { "id": "at4Q578ttnTp", "colab_type": "code", "outputId": "13b87b4a-1859-412b-ff3a-0cfe0ee83cf5", "colab": { "base_uri": "https://localhost:8080/", "height": 387 } }, "source": [ "plot_volume(\n", " labels_pt,\n", " enhance=False,\n", " colors_path=color_table_path,\n", " title='Parcellation inferred by PyTorch',\n", ")" ], "execution_count": 34, "outputs": [ { "output_type": "display_data", "data": { "image/png": "iVBORw0KGgoAAAANSUhEUgAABYEAAALkCAYAAABZUfrSAAAABHNCSVQICAgIfAhkiAAAAAlwSFlz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\ngg==\n", "text/plain": [ "
" ] }, "metadata": { "tags": [], "image/png": { "width": 704, "height": 370 } } } ] }, { "cell_type": "markdown", "metadata": { "id": "IxaK7ViCWHqt", "colab_type": "text" }, "source": [ "## Future work" ] }, { "cell_type": "markdown", "metadata": { "id": "-kPDaiDBWJs3", "colab_type": "text" }, "source": [ "The next thing we might want to do is start from the pretrained model for a [transfer learning](http://cs231n.github.io/transfer-learning/) application.\n", "\n", "For example, one could use the model as a feature extractor, removing the classifier (last convolutional layer). The features extracted from an image could be used for classification tasks, such as Alzheimer's vs control patients. We could also add and train a 4-output-channel classifier for brain tissue segmentation -cerebrospinal fluid (CSF), white matter, gray matter and background-.\n", "\n", "We might also want to fine-tune the model so that it performs better with a smaller dataset which is different to the one that was used for training. In that case, if we want to use the same optimizer (Adam) we should also retrieve from the checkpoint files the parameters related to it and use them for training." ] }, { "cell_type": "markdown", "metadata": { "id": "WeHg-Q69-GRm", "colab_type": "text" }, "source": [ "## Conclusion" ] }, { "cell_type": "markdown", "metadata": { "id": "FOE5e2kL-GRm", "colab_type": "text" }, "source": [ "In this tutorial we have shown how to combine features from two deep learning frameworks, NiftyNet and PyTorch.\n", "\n", "We ported a model for brain parcellation from NiftyNet to PyTorch and ran an inference using a PyTorch model and NiftyNet I/O capabilities." ] }, { "cell_type": "markdown", "metadata": { "id": "So_x8T7qTFbJ", "colab_type": "text" }, "source": [ "## Acknowledgments" ] }, { "cell_type": "markdown", "metadata": { "id": "tte0HCOWY80H", "colab_type": "text" }, "source": [ "I want to thank Pritesh Mehta, Tom Varsavsky, Zach Eaton-Rosen and Oeslle Lucena for their feedback.\n", "\n", "If you want to cite this tutorial you can use this [Zenodo DOI](https://doi.org/10.5281/zenodo.3352316):\n", "\n", "[![DOI](https://zenodo.org/badge/DOI/10.5281/zenodo.3352316.svg)](https://doi.org/10.5281/zenodo.3352316)" ] } ] }