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"justify_content": null, "_view_module": "@jupyter-widgets/base", "overflow": null, "_model_module_version": "1.2.0", "_view_count": null, "flex_flow": null, "width": null, "min_width": null, "border": null, "align_items": null, "bottom": null, "_model_module": "@jupyter-widgets/base", "top": null, "grid_column": null, "overflow_y": null, "overflow_x": null, "grid_auto_flow": null, "grid_area": null, "grid_template_columns": null, "flex": null, "_model_name": "LayoutModel", "justify_items": null, "grid_row": null, "max_height": null, "align_content": null, "visibility": null, "align_self": null, "height": null, "min_height": null, "padding": null, "grid_auto_rows": null, "grid_gap": null, "max_width": null, "order": null, "_view_module_version": "1.2.0", "grid_template_areas": null, "object_position": null, "object_fit": null, "grid_auto_columns": null, "margin": null, "display": null, "left": null } } } }, "accelerator": "GPU" }, "cells": [ { "cell_type": "markdown", "metadata": { "id": "_hkUF5jx2Xxs" }, "source": [ "# Fast inference for Hugging Face tasks models on GPU (for example: QA model)" ] }, { "cell_type": "markdown", "metadata": { "id": "mDmIlOqh3Cyh" }, "source": [ "- **Author**: [Pierre Guillou](https://www.linkedin.com/in/pierreguillou/)\n", "- **Version & Date** : v1 (10/22/2021)\n", "- **Blog post**: [NLP nas empresas | Técnicas para acelerar modelos de Deep Learning para inferência em produção](https://medium.com/@pierre_guillou/nlp-nas-empresas-t%C3%A9cnicas-para-acelerar-modelos-de-deep-learning-para-infer%C3%AAncia-em-produ%C3%A7%C3%A3o-884acbf49f20)\n", "- **Other notebook** : [fast_inference_transformers_on_CPU.ipynb](https://github.com/piegu/language-models/blob/master/fast_inference_transformers_on_CPU.ipynb)" ] }, { "cell_type": "markdown", "metadata": { "id": "FREHU6cIboN8" }, "source": [ "## Notebook overview" ] }, { "cell_type": "markdown", "metadata": { "id": "vre_6Zjfbq_s" }, "source": [ "### Objective\n", "The objective of this notebook is to help those who want to **accelerate inference time on GPU for tasks models of Hugging Face** (NER, QA, Classification...).\n", "\n", "### Method for inference\n", "\n", "source: https://discuss.pytorch.org/t/model-eval-vs-with-torch-no-grad/19615/2\n", "\n", "- `model.eval()` will notify all your layers that you are in eval mode, that way, batchnorm or dropout layers will work in eval mode instead of training mode.\n", "- `torch.no_grad()` impacts the autograd engine and deactivate it. It will reduce memory usage and speed up computations but you won’t be able to backprop (which you don’t want in an eval script).\n", "\n", "### References\n", "- post blog from HF and Microsoft: [Accelerate your NLP pipelines using Hugging Face Transformers and ONNX Runtime](https://medium.com/microsoftazure/accelerate-your-nlp-pipelines-using-hugging-face-transformers-and-onnx-runtime-2443578f4333) (19/05/2020)" ] }, { "cell_type": "markdown", "metadata": { "id": "-Tmx-niCvKdO" }, "source": [ "**Note**: data from the notebook fast_inference_transformers_on_CPU.ipynb" ] }, { "cell_type": "code", "metadata": { "id": "c0IRz6lCvITk" }, "source": [ "mean_time_cpu, pipeline_mean_time_cpu = 889.07, 872.47\n", "onnx_mean_time_cpu, torchscript_mean_time_cpu = 711.5, 849" ], "execution_count": 1, "outputs": [] }, { "cell_type": "markdown", "metadata": { "id": "DNmi0bXikgM3" }, "source": [ "## System overview" ] }, { "cell_type": "code", "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 35 }, "id": "ov7T5Sk_pL_B", "outputId": "4a4f323c-1204-4d88-b6e9-7b32f75e775b" }, "source": [ "import platform\n", "platform.platform()" ], "execution_count": 2, "outputs": [ { "output_type": "execute_result", "data": { "application/vnd.google.colaboratory.intrinsic+json": { "type": "string" }, "text/plain": [ "'Linux-5.4.104+-x86_64-with-Ubuntu-18.04-bionic'" ] }, "metadata": {}, "execution_count": 2 } ] }, { "cell_type": "markdown", "metadata": { "id": "VvdQxXRHiXHL" }, "source": [ "### CPU" ] }, { "cell_type": "code", "metadata": { "id": "3ViMgMkxklj7" }, "source": [ "from psutil import *" ], "execution_count": 3, "outputs": [] }, { "cell_type": "code", "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "dBjiK-_tkntn", "outputId": "ede5913f-debb-46fb-b2d6-397885f02a2d" }, "source": [ "cpu_count(),cpu_stats()" ], "execution_count": 4, "outputs": [ { "output_type": "execute_result", "data": { "text/plain": [ "(2,\n", " scpustats(ctx_switches=655478, interrupts=338520, soft_interrupts=322078, syscalls=0))" ] }, "metadata": {}, "execution_count": 4 } ] }, { "cell_type": "code", "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "SnzYmVM4kuwl", "outputId": "a1edfae3-b302-4ceb-900a-1be5a4367ddb" }, "source": [ "!cat /proc/cpuinfo" ], "execution_count": 5, "outputs": [ { "output_type": "stream", "name": "stdout", "text": [ "processor\t: 0\n", "vendor_id\t: GenuineIntel\n", "cpu family\t: 6\n", "model\t\t: 63\n", "model name\t: Intel(R) Xeon(R) CPU @ 2.30GHz\n", "stepping\t: 0\n", "microcode\t: 0x1\n", "cpu MHz\t\t: 2299.998\n", "cache size\t: 46080 KB\n", "physical id\t: 0\n", "siblings\t: 2\n", "core id\t\t: 0\n", "cpu cores\t: 1\n", "apicid\t\t: 0\n", "initial apicid\t: 0\n", "fpu\t\t: yes\n", "fpu_exception\t: yes\n", "cpuid level\t: 13\n", "wp\t\t: yes\n", "flags\t\t: fpu vme de pse tsc msr pae mce cx8 apic sep mtrr pge mca cmov pat pse36 clflush mmx fxsr sse sse2 ss ht syscall nx pdpe1gb rdtscp lm constant_tsc rep_good nopl xtopology nonstop_tsc cpuid tsc_known_freq pni pclmulqdq ssse3 fma cx16 pcid sse4_1 sse4_2 x2apic movbe popcnt aes xsave avx f16c rdrand hypervisor lahf_lm abm invpcid_single ssbd ibrs ibpb stibp fsgsbase tsc_adjust bmi1 avx2 smep bmi2 erms invpcid xsaveopt arat md_clear arch_capabilities\n", "bugs\t\t: cpu_meltdown spectre_v1 spectre_v2 spec_store_bypass l1tf mds swapgs\n", "bogomips\t: 4599.99\n", "clflush size\t: 64\n", "cache_alignment\t: 64\n", "address sizes\t: 46 bits physical, 48 bits virtual\n", "power management:\n", "\n", "processor\t: 1\n", "vendor_id\t: GenuineIntel\n", "cpu family\t: 6\n", "model\t\t: 63\n", "model name\t: Intel(R) Xeon(R) CPU @ 2.30GHz\n", "stepping\t: 0\n", "microcode\t: 0x1\n", "cpu MHz\t\t: 2299.998\n", "cache size\t: 46080 KB\n", "physical id\t: 0\n", "siblings\t: 2\n", "core id\t\t: 0\n", "cpu cores\t: 1\n", "apicid\t\t: 1\n", "initial apicid\t: 1\n", "fpu\t\t: yes\n", "fpu_exception\t: yes\n", "cpuid level\t: 13\n", "wp\t\t: yes\n", "flags\t\t: fpu vme de pse tsc msr pae mce cx8 apic sep mtrr pge mca cmov pat pse36 clflush mmx fxsr sse sse2 ss ht syscall nx pdpe1gb rdtscp lm constant_tsc rep_good nopl xtopology nonstop_tsc cpuid tsc_known_freq pni pclmulqdq ssse3 fma cx16 pcid sse4_1 sse4_2 x2apic movbe popcnt aes xsave avx f16c rdrand hypervisor lahf_lm abm invpcid_single ssbd ibrs ibpb stibp fsgsbase tsc_adjust bmi1 avx2 smep bmi2 erms invpcid xsaveopt arat md_clear arch_capabilities\n", "bugs\t\t: cpu_meltdown spectre_v1 spectre_v2 spec_store_bypass l1tf mds swapgs\n", "bogomips\t: 4599.99\n", "clflush size\t: 64\n", "cache_alignment\t: 64\n", "address sizes\t: 46 bits physical, 48 bits virtual\n", "power management:\n", "\n" ] } ] }, { "cell_type": "code", "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "iU5N7WYs2Y9b", "outputId": "3f7754a0-e00d-48e5-81bd-63b39c63d15e" }, "source": [ "!df -h" ], "execution_count": 6, "outputs": [ { "output_type": "stream", "name": "stdout", "text": [ "Filesystem Size Used Avail Use% Mounted on\n", "overlay 79G 47G 32G 60% /\n", "tmpfs 64M 0 64M 0% /dev\n", "tmpfs 6.4G 0 6.4G 0% /sys/fs/cgroup\n", "shm 5.8G 0 5.8G 0% /dev/shm\n", "/dev/root 2.0G 1.2G 821M 59% /sbin/docker-init\n", "/dev/sda1 86G 51G 35G 60% /opt/bin/.nvidia\n", "tmpfs 6.4G 28K 6.4G 1% /var/colab\n", "tmpfs 6.4G 0 6.4G 0% /proc/acpi\n", "tmpfs 6.4G 0 6.4G 0% /proc/scsi\n", "tmpfs 6.4G 0 6.4G 0% /sys/firmware\n" ] } ] }, { "cell_type": "code", "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "r7DSRg45kzqp", "outputId": "1210c0ae-a080-4273-8ce0-4da1b54b4e65" }, "source": [ "virtual_memory()" ], "execution_count": 7, "outputs": [ { "output_type": "execute_result", "data": { "text/plain": [ "svmem(total=13622194176, available=12734242816, percent=6.5, used=603373568, free=10599632896, active=1086910464, inactive=1633361920, buffers=135700480, cached=2283487232, shared=1212416, slab=199516160)" ] }, "metadata": {}, "execution_count": 7 } ] }, { "cell_type": "markdown", "metadata": { "id": "lfwBXKFViakD" }, "source": [ "### GPU" ] }, { "cell_type": "markdown", "metadata": { "id": "U6k_Lb0c4Cxj" }, "source": [ "Let's check the CUDA configuration of our Colab notebook (firstly, you need to associate a GPU to your notebook as Google Colab comes with both options GPU or without GPU. You can enable or disable GPU in runtime settings: go to `Menu > Runtime > Change runtime`, select GPU and save your notebook settings." ] }, { "cell_type": "markdown", "metadata": { "id": "rORNotQz5tOC" }, "source": [ 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)" ] }, { "cell_type": "code", "metadata": { "id": "Pqeje9iI4Jr-", "colab": { "base_uri": "https://localhost:8080/" }, "outputId": "f2aaaa7c-6227-4ddb-aa5c-dfa68b20d85a" }, "source": [ "!nvidia-smi" ], "execution_count": 8, "outputs": [ { "output_type": "stream", "name": "stdout", "text": [ "Sat Oct 23 17:02:08 2021 \n", "+-----------------------------------------------------------------------------+\n", "| NVIDIA-SMI 470.74 Driver Version: 460.32.03 CUDA Version: 11.2 |\n", "|-------------------------------+----------------------+----------------------+\n", "| GPU Name Persistence-M| Bus-Id Disp.A | Volatile Uncorr. ECC |\n", "| Fan Temp Perf Pwr:Usage/Cap| Memory-Usage | GPU-Util Compute M. |\n", "| | | MIG M. |\n", "|===============================+======================+======================|\n", "| 0 Tesla K80 Off | 00000000:00:04.0 Off | 0 |\n", "| N/A 34C P8 25W / 149W | 0MiB / 11441MiB | 0% Default |\n", "| | | N/A |\n", "+-------------------------------+----------------------+----------------------+\n", " \n", "+-----------------------------------------------------------------------------+\n", "| Processes: |\n", "| GPU GI CI PID Type Process name GPU Memory |\n", "| ID ID Usage |\n", "|=============================================================================|\n", "| No running processes found |\n", "+-----------------------------------------------------------------------------+\n" ] } ] }, { "cell_type": "code", "metadata": { "id": "wwqGARRb4MH8", "colab": { "base_uri": "https://localhost:8080/" }, "outputId": "30492bc3-9d33-4246-c312-eff8e3904a42" }, "source": [ "!nvcc --version" ], "execution_count": 9, "outputs": [ { "output_type": "stream", "name": "stdout", "text": [ "nvcc: NVIDIA (R) Cuda compiler driver\n", "Copyright (c) 2005-2020 NVIDIA Corporation\n", "Built on Mon_Oct_12_20:09:46_PDT_2020\n", "Cuda compilation tools, release 11.1, V11.1.105\n", "Build cuda_11.1.TC455_06.29190527_0\n" ] } ] }, { "cell_type": "markdown", "metadata": { "id": "wBVI6b9C2QqD" }, "source": [ "**On 22/10/2021, ONNX Runtime GPU 1.9 needs CUDA 11.4 and cuDNN 8.2.4 (Linux) in Ubuntu 18.4** (check [Requirements](https://onnxruntime.ai/docs/execution-providers/CUDA-ExecutionProvider.html#requirements)).\n", "\n", "If this is not the current situation of this Colab notebook (see results from previous cells), you need to install another CUDA version that fits with ONNX Runtime GPU 1.9\n", "\n", "To do that, you will find the links to CUDA 11.4 [here](https://developer.nvidia.com/cuda-toolkit-archive). Click on [CUDA Toolkit 11.4.2 (September 2021)](https://developer.nvidia.com/cuda-11-4-2-download-archive), select the options as following:" ] }, { "cell_type": "markdown", "metadata": { "id": "dT5zT_PS39ke" }, "source": [ 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] }, { "cell_type": "markdown", "metadata": { "id": "8r1mWxxc4-DT" }, "source": [ "Then, copy/paste in the following cell the code proposed by NVIDIA and run it with an exclamation point (!) at the beginning of each line. Just wait few minutes, check the CUDA version and that's it!" ] }, { "cell_type": "code", "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "GZMVL4ckwI-v", "outputId": "9587741b-4ccb-4766-e592-a532b758ba94" }, "source": [ "%%time\n", "%%capture\n", "!wget https://developer.download.nvidia.com/compute/cuda/repos/ubuntu1804/x86_64/cuda-ubuntu1804.pin\n", "!sudo mv cuda-ubuntu1804.pin /etc/apt/preferences.d/cuda-repository-pin-600\n", "!wget https://developer.download.nvidia.com/compute/cuda/11.4.2/local_installers/cuda-repo-ubuntu1804-11-4-local_11.4.2-470.57.02-1_amd64.deb\n", "!sudo dpkg -i cuda-repo-ubuntu1804-11-4-local_11.4.2-470.57.02-1_amd64.deb\n", "!sudo apt-key add /var/cuda-repo-ubuntu1804-11-4-local/7fa2af80.pub\n", "!sudo apt-get update\n", "!sudo apt-get -y install cuda" ], "execution_count": 10, "outputs": [ { "output_type": "stream", "name": "stdout", "text": [ "CPU times: user 3.41 s, sys: 605 ms, total: 4.02 s\n", "Wall time: 8min 14s\n" ] } ] }, { "cell_type": "code", "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "83tqnjQ-igsS", "outputId": "f72627ce-58c1-43a9-80ed-90ab7a0593cf" }, "source": [ "!nvidia-smi" ], "execution_count": 11, "outputs": [ { "output_type": "stream", "name": "stdout", "text": [ "Sat Oct 23 17:10:23 2021 \n", "+-----------------------------------------------------------------------------+\n", "| NVIDIA-SMI 495.29.05 Driver Version: 460.32.03 CUDA Version: 11.2 |\n", "|-------------------------------+----------------------+----------------------+\n", "| GPU Name Persistence-M| Bus-Id Disp.A | Volatile Uncorr. ECC |\n", "| Fan Temp Perf Pwr:Usage/Cap| Memory-Usage | GPU-Util Compute M. |\n", "| | | MIG M. |\n", "|===============================+======================+======================|\n", "| 0 Tesla K80 Off | 00000000:00:04.0 Off | 0 |\n", "| N/A 34C P8 25W / 149W | 0MiB / 11441MiB | 0% Default |\n", "| | | N/A |\n", "+-------------------------------+----------------------+----------------------+\n", " \n", "+-----------------------------------------------------------------------------+\n", "| Processes: |\n", "| GPU GI CI PID Type Process name GPU Memory |\n", "| ID ID Usage |\n", "|=============================================================================|\n", "| No running processes found |\n", "+-----------------------------------------------------------------------------+\n" ] } ] }, { "cell_type": "code", "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "WMu8nsTyiitP", "outputId": "87b36039-a0e1-4962-cbfb-5e0c771dc6ac" }, "source": [ "!nvcc --version" ], "execution_count": 12, "outputs": [ { "output_type": "stream", "name": "stdout", "text": [ "nvcc: NVIDIA (R) Cuda compiler driver\n", "Copyright (c) 2005-2021 NVIDIA Corporation\n", "Built on Mon_Sep_13_19:13:29_PDT_2021\n", "Cuda compilation tools, release 11.5, V11.5.50\n", "Build cuda_11.5.r11.5/compiler.30411180_0\n" ] } ] }, { "cell_type": "markdown", "metadata": { "id": "CFr_c2Rv5ejC" }, "source": [ "Great! We have the right CUDA version for ONNX Runtime 1.9!" ] }, { "cell_type": "markdown", "metadata": { "id": "xOuBqEynERFG" }, "source": [ "## Installation" ] }, { "cell_type": "code", "metadata": { "id": "P_sWC1bkETZw" }, "source": [ "%%capture\n", "!pip install transformers" ], "execution_count": 13, "outputs": [] }, { "cell_type": "code", "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "OQxJyew3GOEg", "outputId": "6c175004-17c5-465e-90ed-c667daa411ee" }, "source": [ "import transformers, torch, numpy as np\n", "\n", "print(\"transformers:\",transformers.__version__)\n", "print(\"torch:\",torch.__version__)\n", "print(\"numpy:\",np.__version__)" ], "execution_count": 14, "outputs": [ { "output_type": "stream", "name": "stdout", "text": [ "transformers: 4.11.3\n", "torch: 1.9.0+cu111\n", "numpy: 1.19.5\n" ] } ] }, { "cell_type": "code", "metadata": { "id": "OFZpEH_scifg" }, "source": [ "from time import perf_counter\n", "def timer(f,*args): \n", " start = perf_counter()\n", " f(*args)\n", " return (1000 * (perf_counter() - start))" ], "execution_count": 15, "outputs": [] }, { "cell_type": "markdown", "metadata": { "id": "U2VWWKpbR5mL" }, "source": [ "## QA model" ] }, { "cell_type": "markdown", "metadata": { "id": "vDfR4S0DcNoi" }, "source": [ "Model at https://huggingface.co/pierreguillou/bert-base-cased-squad-v1.1-portuguese" ] }, { "cell_type": "code", "metadata": { "id": "cBlOI89tR8Oq" }, "source": [ "model_checkpoint = \"pierreguillou/bert-base-cased-squad-v1.1-portuguese\"\n", "# model_checkpoint = \"pierreguillou/bert-large-cased-squad-v1.1-portuguese\"" ], "execution_count": 16, "outputs": [] }, { "cell_type": "code", "metadata": { "id": "bclIDEVOSm-M" }, "source": [ "context = r\"\"\"\n", "A pandemia de COVID-19, também conhecida como pandemia de coronavírus, é uma pandemia em curso de COVID-19, \n", "uma doença respiratória aguda causada pelo coronavírus da síndrome respiratória aguda grave 2 (SARS-CoV-2). \n", "A doença foi identificada pela primeira vez em Wuhan, na província de Hubei, República Popular da China, \n", "em 1 de dezembro de 2019, mas o primeiro caso foi reportado em 31 de dezembro do mesmo ano. \n", "Acredita-se que o vírus tenha uma origem zoonótica, porque os primeiros casos confirmados \n", "tinham principalmente ligações ao Mercado Atacadista de Frutos do Mar de Huanan, que também vendia animais vivos. \n", "Em 11 de março de 2020, a Organização Mundial da Saúde declarou o surto uma pandemia. Até 8 de fevereiro de 2021, \n", "pelo menos 105 743 102 casos da doença foram confirmados em pelo menos 191 países e territórios, \n", "com cerca de 2 308 943 mortes e 58 851 440 pessoas curadas.\n", "\"\"\"\n", "\n", "question = \"Quando começou a pandemia de Covid-19 no mundo?\"" ], "execution_count": 17, "outputs": [] }, { "cell_type": "markdown", "metadata": { "id": "QeiLPvAteK0q" }, "source": [ "## 1. Check the model" ] }, { "cell_type": "markdown", "metadata": { "id": "itx8-vxHgrgI" }, "source": [ "Before evaluating its inference time, let's check that our QA model is working well." ] }, { "cell_type": "markdown", "metadata": { "id": "dUixO7_ueq38" }, "source": [ "#### 1.1 Without pipeline" ] }, { "cell_type": "code", "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 0, "referenced_widgets": [ "8277f2ac369a4222878b0734d8620e99", "47090989378e4b3790b44ba52e2da41c", "b909783e4ca3484bb3f0b1790625ecec", "5231daf2afaa44ceb818aaf5e29c01a7", "c0c4d89eac574403b5996daac2ecde52", "10e1b68ca4df4096b440fa26427ae54a", "ec6a2c8ce547423097dc98a1cf937a80", "68a4ae3194994a2ca3682b0109bbcf27", "8a4b9e0b44694366b5fa81e37a140842", "d20ab2758f774596934f2b9cc574a1c2", "eac2e4141dcb44749c4da076ae2314ff", "8c259af90c2b46a6a47a16b52c0637eb", "ec5b7c00cb09480c95af382d093e7123", "1add92e1d59e442287f560fb718c527a", "640577e69737412d9abe6b60f1743e58", "6f06f50fc21b461994a75a1b0ef7d4a6", "0a489921e8b34bb1a4a0703571511b3f", "f9835635dd5e457bb45473678865eeeb", "0cd61fee7456450e813e4179db06b815", "f965054aa0af472fbaa4056e1edd8994", "5c3669b1e6a942d5b8d5381850bdb6e0", "9b3759459d3c4ec9bcc3f6b696ce93b5", "cc37d7d444f2457f97747af57451b6e9", "873562a4a33b42d9b9ef22409cb22a89", "8acc7ec22a4f4ffb97e960aa10389451", "e3612a3fcaad4505b6a04b657db6c947", "57799db8df7c4aaeb843fe1a0a405f26", "1fee6fb3d29b4bae82ea34ad42c4183c", "634e1097c09e4683b57d3f9db8c928e8", "8c2bbfcc4339456b96c18010ff85cb23", "3cef6cc24e4b439a9707ac8779b2753a", "a42aa32326334e4c9f3042623e8b215b", "2d3875c8cdf340e6817e7ff339c6073d", "326e7918480645fca7821f26903e877b", "0fef3b830dda4bfc9f90fef79696c7cf", "73629e5e6727425e9858453297b8fc45", "c0dd73ddfb6548ccb8872b505f524cb3", "7f1a6f9ca1564b049f97991bfe21cc89", "871edad667354b81a04c8ac9850ec3dd", "ce38b5d8ac984644ae075b1195d150c0", "0808a57049e44525b56b741fe90d9801", "6fd30b9154b04bfcb60d3340dd26d33a", "68ff2fc76f6e4977ba6d9e8767a6e271", "d29fd4613044451886a749f0faa6aeb1", "f2ff6e53b64c4a1f9f4d25206bf8441c", "9f4d0a818d55402daa979c087ec34d98", "f80f42a8865c4195b1f3864ed971f768", "e657cb48beca48fb9759d280cb4db15a", "058bb6219e624ec1aee3c1e7cf030480", "98db58d2b4624b19ae82715a7145e39d", "fc59c522db7e4f4fb4ff2e745b907356", "a33224ea8d844fedab9537c1b04f9864", "4e066e6aefe342eb828b08201dafb2e6", "40a60ec138ab4fd3b49614447e62c2ca", "0f136bf0e1944a54813ff7b90e7da328" ] }, "id": "v0Ewv1TleWqi", "outputId": "8e025acd-b8ce-41c3-ae02-0cb0d073b9ba" }, "source": [ "from transformers import AutoTokenizer, AutoModelForQuestionAnswering\n", "\n", "tokenizer = AutoTokenizer.from_pretrained(model_checkpoint, use_fast=True)\n", "model = AutoModelForQuestionAnswering.from_pretrained(model_checkpoint)\n", "model.eval();" ], "execution_count": 18, "outputs": [ { "output_type": "display_data", "data": { "application/vnd.jupyter.widget-view+json": { "model_id": "8277f2ac369a4222878b0734d8620e99", "version_minor": 0, "version_major": 2 }, "text/plain": [ "Downloading: 0%| | 0.00/494 [00:00\n", "\n", "\n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", "
Latency on CPU (ms)Latency on GPU (ms)
Without pipeline889.0744.42
With pipeline872.4748.31
\n", "" ], "text/plain": [ " Latency on CPU (ms) Latency on GPU (ms)\n", "Without pipeline 889.07 44.42\n", "With pipeline 872.47 48.31" ] }, "metadata": {}, "execution_count": 30 } ] }, { "cell_type": "code", "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 352 }, "id": "Xeaj_0HlcPJV", "outputId": "37582d68-e726-47a1-892b-2ae7bc84a548" }, "source": [ "import numpy as np\n", "import matplotlib.pyplot as plt\n", "\n", "labels = ['CPU','GPU']\n", "data = [\n", " [mean_time_cpu, mean_time_gpu],\n", " [pipeline_mean_time_cpu, pipeline_mean_time_gpu]\n", " ]\n", "\n", "fig = plt.figure()\n", "ax = fig.add_axes([0,0,1,1])\n", "\n", "X = np.arange(2)\n", "ax.bar(X - 0.1, data[0], color = 'r', width = 0.2, label='Without pipeline')\n", "ax.bar(X + 0.1, data[1], color = 'g', width = 0.2, label='With pipeline')\n", "\n", "# axes and title\n", "x = np.arange(len(labels)) # the label locations\n", "ax.set_xticks(x)\n", "ax.set_xticklabels(labels)\n", "ax.set_ylabel('Latency (ms)')\n", "ax.set_title('Inference latency of PyTorch model (CPU vs GPU) in Google Colab')\n", "\n", "leg = ax.legend();" ], "execution_count": 31, "outputs": [ { "output_type": "display_data", "data": { "image/png": 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\n", 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" ] }, "metadata": { "needs_background": "light" } } ] }, { "cell_type": "code", "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 352 }, "id": "2864pyNWyw8H", "outputId": "09425ba7-4524-4c79-9b26-5d77835845bd" }, "source": [ "import numpy as np\n", "import matplotlib.pyplot as plt\n", "\n", "labels = ['GPU']\n", "data = [mean_time_gpu, pipeline_mean_time_gpu]\n", "\n", "fig = plt.figure()\n", "ax = fig.add_axes([0,0,1,1])\n", " \n", "X = np.arange(1)\n", "ax.bar(X - 0.1, data[0], color = 'r', width = 0.2, label='PyTorch (without pipeline)')\n", "ax.bar(X + 0.1, data[1], color = 'g', width = 0.2, label='PyTorch (with pipeline)')\n", "\n", "# axes and title\n", "x = np.arange(len(labels)) # the label locations\n", "ax.set_xticks(x)\n", "ax.set_xticklabels(labels)\n", "ax.set_ylabel('Latency (ms)')\n", "ax.set_title('Inference latency of PyTorch model (GPU) in Google Colab')\n", "\n", "leg = ax.legend();" ], "execution_count": 32, "outputs": [ { "output_type": "display_data", "data": { "image/png": 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\n", 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" ] }, "metadata": { "needs_background": "light" } } ] }, { "cell_type": "markdown", "metadata": { "id": "v3r9x8ixbGAk" }, "source": [ "- Pipeline does not help improve latency neither on CPU and GPU.\n", "- Using the **GPU** allows inferring up to **19 times faster** than with the CPU (**45 ms** for the PyTorch model without a pipeline)." ] }, { "cell_type": "markdown", "metadata": { "id": "s6ZTYbyBB9F8" }, "source": [ "## 3. Inference time | ONNX Runtime" ] }, { "cell_type": "markdown", "metadata": { "id": "6WuzVpniCACF" }, "source": [ "[ONNX Runtime](https://onnxruntime.ai/) helps **accelerate PyTorch and TensorFlow models in production, on CPU or GPU**. As an open source library built for performance and broad platform support, ONNX Runtime is used in products and services handling over 20 billion inferences each day. " ] }, { "cell_type": "markdown", "metadata": { "id": "n9AcUibxJGXt" }, "source": [ "### 3.1 Old method | convert_graph_to_onnx.py" ] }, { "cell_type": "markdown", "metadata": { "id": "G6AD86PrI99o" }, "source": [ "You can use ONNX Runtime and Hugging Face Transformers together to improve the experience of training and deploying NLP models. Hugging Face has made it easy to inference Transformer models with ONNX Runtime with the [transformers/convert_graph_to_onnx.py](https://github.com/huggingface/transformers/blob/master/src/transformers/convert_graph_to_onnx.py) which generates a model that can be loaded by ONNX Runtime." ] }, { "cell_type": "code", "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "691vn7sAGypy", "outputId": "cc0ed233-7cf3-4f43-e74f-200e2fdeb275" }, "source": [ "!python -m transformers.onnx --help" ], "execution_count": 33, "outputs": [ { "output_type": "stream", "name": "stdout", "text": [ "usage: Hugging Face ONNX Exporter tool [-h] -m MODEL\n", " [--feature {causal-lm,causal-lm-with-past,default,default-with-past,masked-lm,seq2seq-lm,seq2seq-lm-with-past,sequence-classification,sequence-classification-with-past,token-classification}]\n", " [--opset OPSET] [--atol ATOL]\n", " output\n", "\n", "positional arguments:\n", " output Path indicating where to store generated ONNX model.\n", "\n", "optional arguments:\n", " -h, --help show this help message and exit\n", " -m MODEL, --model MODEL\n", " Model's name of path on disk to load.\n", " --feature {causal-lm,causal-lm-with-past,default,default-with-past,masked-lm,seq2seq-lm,seq2seq-lm-with-past,sequence-classification,sequence-classification-with-past,token-classification}\n", " Export the model with some additional feature.\n", " --opset OPSET ONNX opset version to export the model with (default\n", " 12).\n", " --atol ATOL Absolute difference tolerence when validating the\n", " model.\n" ] } ] }, { "cell_type": "markdown", "metadata": { "id": "jpByQiFAeOoY" }, "source": [ "````\n", "SUPPORTED_PIPELINES = [\n", " \"feature-extraction\",\n", " \"ner\",\n", " \"sentiment-analysis\",\n", " \"fill-mask\",\n", " \"question-answering\",\n", " \"text-generation\",\n", " \"translation_en_to_fr\",\n", " \"translation_en_to_de\",\n", " \"translation_en_to_ro\",\n", "]\n", "````" ] }, { "cell_type": "markdown", "metadata": { "id": "MIq7eMLLdBWf" }, "source": [ "Get the file convert_graph_to_onnx.py" ] }, { "cell_type": "code", "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "GrSHTpBILZPd", "outputId": "76dab283-6fd6-42ae-f619-a2f4b2f240d8" }, "source": [ "!wget https://raw.githubusercontent.com/huggingface/transformers/master/src/transformers/convert_graph_to_onnx.py" ], "execution_count": 34, "outputs": [ { "output_type": "stream", "name": "stdout", "text": [ "--2021-10-23 17:12:06-- https://raw.githubusercontent.com/huggingface/transformers/master/src/transformers/convert_graph_to_onnx.py\n", "Resolving raw.githubusercontent.com (raw.githubusercontent.com)... 185.199.111.133, 185.199.108.133, 185.199.110.133, ...\n", "Connecting to raw.githubusercontent.com (raw.githubusercontent.com)|185.199.111.133|:443... connected.\n", "HTTP request sent, awaiting response... 200 OK\n", "Length: 18640 (18K) [text/plain]\n", "Saving to: ‘convert_graph_to_onnx.py’\n", "\n", "\rconvert_graph_to_on 0%[ ] 0 --.-KB/s \rconvert_graph_to_on 100%[===================>] 18.20K --.-KB/s in 0s \n", "\n", "2021-10-23 17:12:06 (60.0 MB/s) - ‘convert_graph_to_onnx.py’ saved [18640/18640]\n", "\n" ] } ] }, { "cell_type": "markdown", "metadata": { "id": "rtxn_TnPUqYZ" }, "source": [ "### 3.1.1 Tokenize the inputs" ] }, { "cell_type": "code", "metadata": { "id": "371tF1SsYhwM" }, "source": [ "from transformers import AutoTokenizer\n", "\n", "tokenizer = AutoTokenizer.from_pretrained(model_checkpoint, use_fast=True)" ], "execution_count": 35, "outputs": [] }, { "cell_type": "code", "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "oDusFXaeUqYa", "outputId": "5d6bfcca-9444-4548-8ed8-17a5d7568ed8" }, "source": [ "num=100\n", "\n", "total = 0\n", "for i in range(num):\n", " start = perf_counter()\n", " # WARNING!!!!!!! return_tensors=\"np\" and not return_tensors=\"pt\"\n", " inputs = tokenizer(question, context, add_special_tokens=True, return_tensors=\"np\")\n", " diff = perf_counter() - start\n", " total += diff\n", "\n", "onnx_mean_tokenizer = round((total/num)*1000,2)\n", "print(f'average time: {onnx_mean_tokenizer} ms')" ], "execution_count": 36, "outputs": [ { "output_type": "stream", "name": "stdout", "text": [ "average time: 0.83 ms\n" ] } ] }, { "cell_type": "markdown", "metadata": { "id": "XAas8R1RZbj-" }, "source": [ "### 3.1.2 Model on GPU" ] }, { "cell_type": "markdown", "metadata": { "id": "W5Z9-kF4Zbj-" }, "source": [ "#### Installation" ] }, { "cell_type": "code", "metadata": { "id": "MVKmLdKXeFlP" }, "source": [ "# uninstall onnxruntime cpu\n", "# !pip uninstall onnxruntime" ], "execution_count": 37, "outputs": [] }, { "cell_type": "code", "metadata": { "id": "cCCxt0ZKPaRm" }, "source": [ "%%capture\n", "# onnxruntime gpu\n", "!pip install onnx\n", "!pip install onnxruntime-gpu" ], "execution_count": 38, "outputs": [] }, { "cell_type": "code", "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 35 }, "id": "NyrnTj0OPwju", "outputId": "f8e0835a-04e7-4cbe-c3bb-2d0c79840f35" }, "source": [ "import onnxruntime as ort\n", "ort.get_device()" ], "execution_count": 39, "outputs": [ { "output_type": "execute_result", "data": { "application/vnd.google.colaboratory.intrinsic+json": { "type": "string" }, "text/plain": [ "'GPU'" ] }, "metadata": {}, "execution_count": 39 } ] }, { "cell_type": "code", "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "8maDa3NVPaRm", "outputId": "01da4462-2f47-4cc8-f04c-1783366b5929" }, "source": [ "import onnxruntime\n", "print(\"onnxruntime:\",onnxruntime.__version__)" ], "execution_count": 40, "outputs": [ { "output_type": "stream", "name": "stdout", "text": [ "onnxruntime: 1.9.0\n" ] } ] }, { "cell_type": "markdown", "metadata": { "id": "bsfHhNzrZbj_" }, "source": [ "#### Convert the transformer model to its quantized onnx version" ] }, { "cell_type": "code", "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "gk-hgwjsZbj_", "outputId": "4ab8e480-53a9-46e3-be33-7434394310c7" }, "source": [ "model_checkpoint_onnx = 'onnx_gpu/' + model_checkpoint.replace('/','-') + '.onnx'\n", "\n", "!python convert_graph_to_onnx.py \\\n", "--pipeline question-answering \\\n", "--model {model_checkpoint} \\\n", "--tokenizer {model_checkpoint} \\\n", "--framework pt \\\n", "--opset 11 \\\n", "--check-loading \\\n", "--use-external-format \\\n", "--quantize \\\n", "{model_checkpoint_onnx}" ], "execution_count": 41, "outputs": [ { "output_type": "stream", "name": "stdout", "text": [ "\n", "====== Converting model to ONNX ======\n", "ONNX opset version set to: 11\n", "Loading pipeline (model: pierreguillou/bert-base-cased-squad-v1.1-portuguese, tokenizer: pierreguillou/bert-base-cased-squad-v1.1-portuguese)\n", "Creating folder /content/onnx_gpu\n", "Using framework PyTorch: 1.9.0+cu111\n", "Found input input_ids with shape: {0: 'batch', 1: 'sequence'}\n", "Found input token_type_ids with shape: {0: 'batch', 1: 'sequence'}\n", "Found input attention_mask with shape: {0: 'batch', 1: 'sequence'}\n", "Found output output_0 with shape: {0: 'batch', 1: 'sequence'}\n", "Found output output_1 with shape: {0: 'batch', 1: 'sequence'}\n", "Ensuring inputs are in correct order\n", "position_ids is not present in the generated input list.\n", "Generated inputs order: ['input_ids', 'attention_mask', 'token_type_ids']\n", "\n", "====== Optimizing ONNX model ======\n", "/usr/local/lib/python3.7/dist-packages/onnxruntime/capi/onnxruntime_inference_collection.py:353: UserWarning: Deprecation warning. This ORT build has ['CUDAExecutionProvider', 'CPUExecutionProvider'] enabled. The next release (ORT 1.10) will require explicitly setting the providers parameter (as opposed to the current behavior of providers getting set/registered by default based on the build flags) when instantiating InferenceSession.For example, onnxruntime.InferenceSession(..., providers=[\"CUDAExecutionProvider\"], ...)\n", " \"based on the build flags) when instantiating InferenceSession.\"\n", "2021-10-23 17:12:53.079006789 [W:onnxruntime:, inference_session.cc:1419 Initialize] Serializing optimized model with Graph Optimization level greater than ORT_ENABLE_EXTENDED and the NchwcTransformer enabled. The generated model may contain hardware specific optimizations, and should only be used in the same environment the model was optimized in.\n", "Optimized model has been written at /content/onnx_gpu/pierreguillou-bert-base-cased-squad-v1.onnx: ✔\n", "/!\\ Optimized model contains hardware specific operators which might not be portable. /!\\\n", "As of onnxruntime 1.4.0, models larger than 2GB will fail to quantize due to protobuf constraint.\n", "This limitation will be removed in the next release of onnxruntime.\n", "WARNING:root:onnxruntime.quantization.quantize is deprecated.\n", " Please use quantize_static for static quantization, quantize_dynamic for dynamic quantization.\n", "Warning: Unsupported operator LayerNormalization. No schema registered for this operator.\n", "Warning: Unsupported operator FusedMatMul. No schema registered for this operator.\n", "Warning: Unsupported operator LayerNormalization. No schema registered for this operator.\n", "Warning: Unsupported operator Gelu. No schema registered for this operator.\n", "Warning: Unsupported operator LayerNormalization. No schema registered for this operator.\n", "Warning: Unsupported operator FusedMatMul. No schema registered for this operator.\n", "Warning: Unsupported operator LayerNormalization. No schema registered for this operator.\n", "Warning: Unsupported operator Gelu. No schema registered for this operator.\n", "Warning: Unsupported operator LayerNormalization. No schema registered for this operator.\n", "Warning: Unsupported operator FusedMatMul. No schema registered for this operator.\n", "Warning: Unsupported operator LayerNormalization. No schema registered for this operator.\n", "Warning: Unsupported operator Gelu. No schema registered for this operator.\n", "Warning: Unsupported operator LayerNormalization. No schema registered for this operator.\n", "Warning: Unsupported operator FusedMatMul. No schema registered for this operator.\n", "Warning: Unsupported operator LayerNormalization. No schema registered for this operator.\n", "Warning: Unsupported operator Gelu. No schema registered for this operator.\n", "Warning: Unsupported operator LayerNormalization. No schema registered for this operator.\n", "Warning: Unsupported operator FusedMatMul. No schema registered for this operator.\n", "Warning: Unsupported operator LayerNormalization. No schema registered for this operator.\n", "Warning: Unsupported operator Gelu. No schema registered for this operator.\n", "Warning: Unsupported operator LayerNormalization. No schema registered for this operator.\n", "Warning: Unsupported operator FusedMatMul. No schema registered for this operator.\n", "Warning: Unsupported operator LayerNormalization. No schema registered for this operator.\n", "Warning: Unsupported operator Gelu. No schema registered for this operator.\n", "Warning: Unsupported operator LayerNormalization. No schema registered for this operator.\n", "Warning: Unsupported operator FusedMatMul. No schema registered for this operator.\n", "Warning: Unsupported operator LayerNormalization. No schema registered for this operator.\n", "Warning: Unsupported operator Gelu. No schema registered for this operator.\n", "Warning: Unsupported operator LayerNormalization. No schema registered for this operator.\n", "Warning: Unsupported operator FusedMatMul. No schema registered for this operator.\n", "Warning: Unsupported operator LayerNormalization. No schema registered for this operator.\n", "Warning: Unsupported operator Gelu. No schema registered for this operator.\n", "Warning: Unsupported operator LayerNormalization. No schema registered for this operator.\n", "Warning: Unsupported operator FusedMatMul. No schema registered for this operator.\n", "Warning: Unsupported operator LayerNormalization. No schema registered for this operator.\n", "Warning: Unsupported operator Gelu. No schema registered for this operator.\n", "Warning: Unsupported operator LayerNormalization. No schema registered for this operator.\n", "Warning: Unsupported operator FusedMatMul. No schema registered for this operator.\n", "Warning: Unsupported operator LayerNormalization. No schema registered for this operator.\n", "Warning: Unsupported operator Gelu. No schema registered for this operator.\n", "Warning: Unsupported operator LayerNormalization. No schema registered for this operator.\n", "Warning: Unsupported operator FusedMatMul. No schema registered for this operator.\n", "Warning: Unsupported operator LayerNormalization. No schema registered for this operator.\n", "Warning: Unsupported operator Gelu. No schema registered for this operator.\n", "Warning: Unsupported operator LayerNormalization. No schema registered for this operator.\n", "Warning: Unsupported operator FusedMatMul. No schema registered for this operator.\n", "Warning: Unsupported operator LayerNormalization. No schema registered for this operator.\n", "Warning: Unsupported operator Gelu. No schema registered for this operator.\n", "Warning: Unsupported operator LayerNormalization. No schema registered for this operator.\n", "Quantized model has been written at /content/onnx_gpu/pierreguillou-bert-base-cased-squad-v1-quantized.onnx: ✔\n", "\n", "====== Check exported ONNX model(s) ======\n", "Checking ONNX model loading from: /content/onnx_gpu/pierreguillou-bert-base-cased-squad-v1.1-portuguese.onnx ...\n", "Model /content/onnx_gpu/pierreguillou-bert-base-cased-squad-v1.1-portuguese.onnx correctly loaded: ✔\n", "Checking ONNX model loading from: /content/onnx_gpu/pierreguillou-bert-base-cased-squad-v1.onnx ...\n", "Model /content/onnx_gpu/pierreguillou-bert-base-cased-squad-v1.onnx correctly loaded: ✔\n", "Checking ONNX model loading from: /content/onnx_gpu/pierreguillou-bert-base-cased-squad-v1-quantized.onnx ...\n", "Model /content/onnx_gpu/pierreguillou-bert-base-cased-squad-v1-quantized.onnx correctly loaded: ✔\n" ] } ] }, { "cell_type": "markdown", "metadata": { "id": "uq08GtbNZbj_" }, "source": [ "#### Import the onnx quantized version of the model" ] }, { "cell_type": "code", "metadata": { "id": "kqBAT9f_ZbkA", "colab": { "base_uri": "https://localhost:8080/" }, "outputId": "fbae2bf8-270f-412a-caeb-71d511ce515a" }, "source": [ "import onnxruntime as ort\n", "\n", "# copy/paste the path to the file xxx.quantized.onnx\n", "ort_session = ort.InferenceSession(\"/content/\" + model_checkpoint_onnx)" ], "execution_count": 42, "outputs": [ { "output_type": "stream", "name": "stderr", "text": [ "/usr/local/lib/python3.7/dist-packages/onnxruntime/capi/onnxruntime_inference_collection.py:353: UserWarning: Deprecation warning. This ORT build has ['CUDAExecutionProvider', 'CPUExecutionProvider'] enabled. The next release (ORT 1.10) will require explicitly setting the providers parameter (as opposed to the current behavior of providers getting set/registered by default based on the build flags) when instantiating InferenceSession.For example, onnxruntime.InferenceSession(..., providers=[\"CUDAExecutionProvider\"], ...)\n", " \"based on the build flags) when instantiating InferenceSession.\"\n" ] } ] }, { "cell_type": "markdown", "metadata": { "id": "B99jvy5ZZbkB" }, "source": [ "#### Run the onnx model" ] }, { "cell_type": "code", "metadata": { "id": "_xIRQ_TiZbkB", "colab": { "base_uri": "https://localhost:8080/" }, "outputId": "3fb39692-4eb0-4e1b-9535-40d58b232dd6" }, "source": [ "num = 100\n", "\n", "total = 0\n", "for i in range(num):\n", " start = perf_counter()\n", " outputs = ort_session.run(None, dict(inputs))\n", " diff = perf_counter() - start\n", " total += diff\n", "\n", "onnx_mean_time_gpu = round((total/num)*1000,2)\n", "print(f'average time: {onnx_mean_time_gpu} ms')" ], "execution_count": 43, "outputs": [ { "output_type": "stream", "name": "stdout", "text": [ "average time: 37.54 ms\n" ] } ] }, { "cell_type": "markdown", "metadata": { "id": "ZppkcuFfZbkB" }, "source": [ "Now, we can evaluate the time to get the answer." ] }, { "cell_type": "code", "metadata": { "id": "Ac30L0VQZbkB", "colab": { "base_uri": "https://localhost:8080/" }, "outputId": "b103d417-e2e3-4579-ad39-1f4d8a57334f" }, "source": [ "num = 100\n", "\n", "total = 0\n", "for i in range(num):\n", " start = perf_counter()\n", " # code source: https://huggingface.co/transformers/master/task_summary.html#extractive-question-answering\n", "\n", " answer_start_scores = outputs[0]\n", " answer_end_scores = outputs[1]\n", "\n", " # Get the most likely beginning of answer with the argmax of the score\n", " answer_start = np.argmax(answer_start_scores)\n", " # Get the most likely end of answer with the argmax of the score\n", " answer_end = np.argmax(answer_end_scores) + 1\n", "\n", " input_ids = inputs[\"input_ids\"].tolist()[0]\n", " answer = tokenizer.convert_tokens_to_string(tokenizer.convert_ids_to_tokens(input_ids[answer_start:answer_end]))\n", "\n", " diff = perf_counter() - start\n", " total += diff\n", " \n", " # print(f\"Question: {question}\")\n", " # print(f\"Answer: {answer}\")\n", "\n", "onnx_mean_time_gpu_answer = round((total/num)*1000,2)\n", "print(f'average time: {onnx_mean_time_gpu_answer} ms')" ], "execution_count": 44, "outputs": [ { "output_type": "stream", "name": "stdout", "text": [ "average time: 0.12 ms\n" ] } ] }, { "cell_type": "code", "metadata": { "id": "wSmGj3TXZbkB", "colab": { "base_uri": "https://localhost:8080/" }, "outputId": "0d7ee3ba-c502-4998-d9c9-aba9edb85c40" }, "source": [ "print(f\"Question: {question}\")\n", "print(f\"Answer: {answer}\")" ], "execution_count": 45, "outputs": [ { "output_type": "stream", "name": "stdout", "text": [ "Question: Quando começou a pandemia de Covid-19 no mundo?\n", "Answer: 1 de dezembro de 2019\n" ] } ] }, { "cell_type": "markdown", "metadata": { "id": "xVX45tENZbkC" }, "source": [ "Then, we have the total time when the model is on the GPU:" ] }, { "cell_type": "code", "metadata": { "id": "mCRxdHgLZbkC", "colab": { "base_uri": "https://localhost:8080/" }, "outputId": "e39277b7-ae9b-44c8-c94e-737d8bf17810" }, "source": [ "onnx_total_gpu = round(onnx_mean_tokenizer + onnx_mean_time_gpu + onnx_mean_time_gpu_answer,2)\n", "print(f'time: {onnx_total_gpu} ms')" ], "execution_count": 46, "outputs": [ { "output_type": "stream", "name": "stdout", "text": [ "time: 38.49 ms\n" ] } ] }, { "cell_type": "markdown", "metadata": { "id": "rDV-A-S_cxwR" }, "source": [ "### 3.1.4 Results with ONNX Runtime" ] }, { "cell_type": "markdown", "metadata": { "id": "O23VQLBXQPZp" }, "source": [ "Let's compage the GPU results with the ones with CPU (check link to the CPU notebook at the beginning of this notebook." ] }, { "cell_type": "code", "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 112 }, "id": "pUrYN-jcQPZq", "outputId": "afcaade1-c780-4bdd-99ae-6455ec77a7e8" }, "source": [ "import pandas as pd\n", "\n", "raw_data = {\n", " 'Latency on CPU (ms)': [mean_time_cpu, onnx_mean_time_cpu],\n", " 'Latency on GPU (ms)': [mean_time_gpu, onnx_mean_time_gpu],\n", " }\n", "\n", "df = pd.DataFrame(raw_data,\n", " index=pd.Index(['PyTorch (without pipeline)','ONNX Runtime']),\n", " columns=pd.Index(['Latency on CPU (ms)','Latency on GPU (ms)']))\n", "\n", "df" ], "execution_count": 47, "outputs": [ { "output_type": "execute_result", "data": { "text/html": [ "
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Latency on CPU (ms)Latency on GPU (ms)
PyTorch (without pipeline)889.0744.42
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" ], "text/plain": [ " Latency on CPU (ms) Latency on GPU (ms)\n", "PyTorch (without pipeline) 889.07 44.42\n", "ONNX Runtime 711.50 37.54" ] }, "metadata": {}, "execution_count": 47 } ] }, { "cell_type": "code", "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 352 }, "id": "ivKh9ctrQPZr", "outputId": "2b409d93-74ca-4c29-de56-b47d06b1de27" }, "source": [ "import numpy as np\n", "import matplotlib.pyplot as plt\n", "\n", "labels = ['CPU','GPU']\n", "data = [\n", " [mean_time_cpu, mean_time_gpu],\n", " [onnx_mean_time_cpu, onnx_mean_time_gpu]\n", " ]\n", "\n", "fig = plt.figure()\n", "ax = fig.add_axes([0,0,1,1])\n", "\n", "X = np.arange(2)\n", "ax.bar(X - 0.1, data[0], color = 'r', width = 0.2, label='PyTorch (without pipeline)')\n", "ax.bar(X + 0.1, data[1], color = 'g', width = 0.2, label='ONNX Runtime')\n", "\n", "# axes and title\n", "x = np.arange(len(labels)) # the label locations\n", "ax.set_xticks(x)\n", "ax.set_xticklabels(labels)\n", "ax.set_ylabel('Latency (ms)')\n", "ax.set_title('Inference latency (CPU vs GPU) in Google Colab')\n", "\n", "leg = ax.legend();" ], "execution_count": 48, "outputs": [ { "output_type": "display_data", "data": { "image/png": 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\n", 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" ] }, "metadata": { "needs_background": "light" } } ] }, { "cell_type": "code", "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 352 }, "id": "AVvwdz-7t0Cq", "outputId": "19e025b6-9d13-4d0b-e4aa-1dc9cccfe4d1" }, "source": [ "import numpy as np\n", "import matplotlib.pyplot as plt\n", "\n", "labels = ['GPU']\n", "data = [mean_time_gpu, onnx_mean_time_gpu]\n", "\n", "fig = plt.figure()\n", "ax = fig.add_axes([0,0,1,1])\n", "\n", "X = np.arange(1)\n", "ax.bar(X - 0.1, data[0], color = 'r', width = 0.2, label='PyTorch (without pipeline)')\n", "ax.bar(X + 0.1, data[1], color = 'g', width = 0.2, label='ONNX Runtime')\n", "\n", "# axes and title\n", "x = np.arange(len(labels)) # the label locations\n", "ax.set_xticks(x)\n", "ax.set_xticklabels(labels)\n", "ax.set_ylabel('Latency (ms)')\n", "ax.set_title('Inference latency (GPU) in Google Colab')\n", "\n", "leg = ax.legend();" ], "execution_count": 49, "outputs": [ { "output_type": "display_data", "data": { "image/png": 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fzQEDBuTcuXMzM3PevHlNyznyyCOzsbExp0+fnttuu+1S9b3zzju56aabNg1fc801+Y1vfCMzM3fbbbf82Mc+lpmZY8eOzVtuuWWJbbrzzjvzoIMOapr3Jz/5Sfbv3z/nz5+fCxcuzC233DJfeOGFZW7H4mVlZl533XU5ZsyYJT6D1owZMyZHjx6djY2N+cQTT2Tfvn1z4cKFS9Rzzjnn5M4775wLFizIuXPnZr9+/XLWrFn5u9/9Lr/4xS/m+++/n42NjXnQQQflXXfdtUQtzz77bO64447L3Ka5c+fmiBEj8q233srMzAsvvDDPO++8phr33XffnDJlylK1L/WdzExgSraRbV6GJEkraeHChTQ0NABFz+j444+nW7du9O7dm4cffphXXnmFIUOG0Lt376XmffDBB9l7773p06e4T/+xxx7L3XffzWGHHUbXrl351Kc+BcAdd9zBUUcdxcYbbwzARhtt1LSMww47jC5dujBw4EBeeeWVpdbx6quvssEGGzQNjxgxgvHjxzNjxgwGDhzI66+/zuzZs7nvvvtq2r07atQo1l9/fQAGDhzI888/z7x589rcjpX16U9/mi5dujBgwAC22WYb/vKXvyzV5tBDD6VHjx706NGDkSNH8sADDzB58mRuvfVWhgwZAsBbb73Fk08+yZ577rlC2zR//nxmzJjBxz/+cQDeffddhg0b1jTPJptswksvvcSuu+660tsInfE6YM+alJaUWXUFa6zFx4Bb+sIXvsCECRN4+eWXm3bzroju3bvXdMx2nXXWaXqfrfwce/ToscSlMX379mX+/Pnccsst7Lnnnrz22mv88pe/pGfPnvTq1WuF1te1a9fl7oZtfmbwilyi0/KM4tbOMG6tTWbyrW99iy996Us1r6u1bcpM9ttvP6655ppW53n77bfp0aNHzetoi8eAJWkVO/zww7nlllt48MEHGT16dKttdt99d+666y5effVVGhsbueaaa9hrr72WarfPPvtw3XXXMW/ePABee+21muvYcMMNaWxsXCL89thjD8aPH8+ee+7JiBEj+O53v8uIESOWmrdXr168+eaby13HsrZj00035bHHHuP999/nhhtuqHnZ1113He+//z5PP/00zzzzDDvssMNSbW688Ubefvtt5s2bx6RJk9htt90YPXo0V155ZdPx2lmzZjFnzpzlbkNLe+yxB3/4wx946qmnAPjb3/7GE0880TT9iSeeaDqO/EF0vh6wJNVZt27dGDlyJBtssEGbPdnNN9+cCy+8kJEjR5KZHHTQQU0nSzW34447ctZZZ7HXXnvRtWtXhgwZwoQJE2quZf/992fy5MlNlzyNGDGCW2+9le22246tttqK1157rdUA3nnnnenatSuDBw9m7NixbLjhhiu8HRdeeCEHH3wwffr0YejQoU3BePTRR/PFL36RSy65hIkTJ7Ltttsuscwtt9yS3XffnTfeeIPLLruM7t27t1rfyJEjefXVV/n2t7/NFltswRZbbMFjjz3WtLu4Z8+e/OxnP2OTTTap+fMC6NOnDxMmTOCYY47hnXfeAeD8889n++2355VXXqFHjx5sttlmK7TM1kRruy1WN0OHDs1V9jxgd0FLS1oDfge05rHHHuOjH/1o1WW06v3332eXXXbhuuuuY8CAAZXW8tBDDzFu3Dj++7//u9I6ajV27FgOPvjgZV6re+6559KzZ0++8Y1vtGNlhXHjxrHeeutx/PHHLzWtte9kREzNzKGtLctd0JK0Cs2YMYPtttuOUaNGVR6+ALvssgsjR478wNcTq7DBBhswZsyYVbIse8BSZ7cG/A5ozercA1bnZA9YkqQ1gAEsSVIFDGBJkipgAEuSVAEDWJJW0syZMzn00EMZMGAA2267LaeccgrvvvsuUDw8ICL4zW9+09T+4IMPZtKkSQDsvffeDB3693NzpkyZwt577w3A9ddfz6hRo5qmTZ48mYaGhqXuPDVp0iTWX399Ghoa+MhHPvKBLstp+fSjD/r4Py2fN+KQ1CHEeav2Coc8Z9lnh2cmRxxxBCeddBI33ngjjY2NnHDCCZx11llcfPHFAPTr148LLriAT37yk60uY86cOfzv//4vBx544BLjjzjiCC6//HKuvvpqjjrqKL785S9z2WWXsdZaS//KHjFiBDfffDMLFy5kyJAhHH744U33MF4RiwP4s5/9LFA8/q/5Hwha9ewBS9JKuOOOO+jevTv/+I//CBT3ER43bhxXXnklCxYsAGDw4MGsv/763Hbbba0u45vf/CYXXHBBq9MuvfRSzj77bM4991x22203hg8fvsx6evToQUNDA7NmzQJafxQgFDe6+NrXvrbUYwxbPn6w5eP/xowZw4gRI9hqq624/vrrOf300xk0aBAHHHAAixYtAmDq1Knstdde7LrrrowePZrZs2fX8lF2WgawJK2E6dOnL/U0nPXWW48tt9yy6R7CUDwP+Pzzz291GcOGDaNbt27ceeedS03bZptt+MxnPsOll17Kd77zneXW8/rrry/3yT+LzZ49m8mTJ3PzzTdz5plnAsVtI0eMGMG0adP4p3/6p6Xmefrpp7njjju46aab+NznPsfIkSN55JFH6NGjB7/97W9ZtGgRX/3qV5k4cSJTp07l85//fNMzhtU6A1iS6mhxIE6ePLnV6WeffXarAd3Y2Mhtt91Gz549ef7559tc/j333MPgwYPp27cvo0ePrukexct7jGFrDjzwQNZee20GDRpEY2MjBxxwAACDBg3iueee4/HHH+fRRx9lv/32o6GhgfPPP5+ZM2fWtOzOygCWpJUwcOBApk6dusS4N954gxdeeIHttttuifHL6gXvs88+LFy4kD/+8Y9LjP/hD3/IoEGDuOKKKzj55JNbfdwgFMeA//SnPzF9+nSuuOKKpscjLutRgMt7jGFrFs/TpUsX1l577abld+nSpekRfjvuuCPTpk1j2rRpPPLII9x66601LbuzMoAlaSWMGjWKBQsW8NOf/hQoeqynnXYaY8eOZd11112i7f7778/rr7/On//851aXdfbZZ3PRRRc1Db/88st873vf46KLLuKAAw6gb9++XH755cusp3///px55plNu6vbehRgW2p9/GBbdthhB+bOnct9990HwKJFi5g+ffpKL68zMIAlaSVEBDfccEPTE4+23357unfvzr/+67+22v6ss87ixRdfbHXaJz7xCfr06dM0fOqpp3L66ac3jRs/fjwXXHDBcp8FfOKJJ3L33Xfz3HPPNT0KcPjw4Wy++ebL3Z7mjx8cN27cctu31K1bNyZOnMgZZ5zB4MGDaWho4N57713h5XQmPoxB6uzWgN8BrfFhDFrd+DAGSZLWAAawJEkVMIAlSaqAASxpjbUmnMOizmFlvot1D+CI6BoRD0fEzeVw/4i4PyKeiohfRES3etcgqePp3r078+bNM4RVucxk3rx5dO/efYXma4+HMZwCPAasVw5/BxiXmddGxGXA8cB/tkMdkjqQfv36MXPmTObOnVt1KRLdu3enX79+KzRPXQM4IvoBBwEXAKdGceuUfYDPlk2uAs7FAJa0gtZee2369+9fdRnSSqv3LujxwOnA++Vwb2B+Zi5+qOVMoG+da5AkabVTtwCOiIOBOZk5dbmNW5//hIiYEhFT3MUkSepo6tkD/jhwSEQ8B1xLsev5+8AGEbF413c/YFZrM2fmjzJzaGYObX6LNkmSOoK6BXBmfisz+2Xm1sDRwB2ZeSxwJ3Bk2WwMcGO9apAkaXVVxXXAZ1CckPUUxTHhKyqoQZKkSrXHZUhk5iRgUvn+GWD39livJEmrK++EJUlSBQxgSZIqYABLklQBA1iSpAoYwJIkVcAAliSpAgawJEkVMIAlSaqAASxJUgUMYEmSKtAut6KUtPqK86LqEqTVRp6T7bYue8CSJFXAAJYkqQIGsCRJFTCAJUmqgAEsSVIFDGBJkipgAEuSVAEDWJKkChjAkiRVwACWJKkCBrAkSRUwgCVJqoABLElSBQxgSZIqYABLklQBA1iSpAoYwJIkVcAAliSpAgawJEkVMIAlSaqAASxJUgUMYEmSKmAAS5JUAQNYkqQKGMCSJFXAAJYkqQIGsCRJFTCAJUmqgAEsSVIFDGBJkipgAEuSVAEDWJKkChjAkiRVwACWJKkCBrAkSRUwgCVJqoABLElSBQxgSZIqYABLklQBA1iSpAoYwJIkVcAAliSpAnUL4IjoHhEPRMSfImJ6RJxXju8fEfdHxFMR8YuI6FavGiRJWl3Vswf8DrBPZg4GGoADImIP4DvAuMzcDngdOL6ONUiStFqqWwBn4a1ycO3ylcA+wMRy/FXAYfWqQZKk1VVdjwFHRNeImAbMAW4DngbmZ+Z7ZZOZQN961iBJ0uqorgGcmY2Z2QD0A3YHPlLrvBFxQkRMiYgpc+fOrVuNkiRVoV3Ogs7M+cCdwDBgg4hYq5zUD5jVxjw/ysyhmTm0T58+7VGmJEntpp5nQfeJiA3K9z2A/YDHKIL4yLLZGODGetUgSdLqaq3lN1lpmwNXRURXiqD/ZWbeHBEzgGsj4nzgYeCKOtYgSdJqqW4BnJl/Boa0Mv4ZiuPBkiR1Wt4JS5KkChjAkiRVwACWJKkCBrAkSRUwgCVJqsByz4KOiC7AYGALYCHwaGbOqXdhkiR1ZG0GcERsC5wB7As8CcwFugPbR8QC4L+AqzLz/fYoVJKkjmRZPeDzgf8EvpSZ2XxCRGwCfBY4juKJRpIkaQW0GcCZecwyps0BxtelIkmSOoHlnoQVEUdFRK/y/bcj4vqI2KX+pUmS1HHVchb0tzPzzYj4B2AUxb2b/7O+ZUmS1LHVEsCN5b8HAT/KzN8C3epXkiRJHV8tATwrIv4L+AzwPxGxTo3zSZKkNtQSpJ8GfgeMzsz5wEbAN+talSRJHdxyb8SRmQsi4k7gw81Ovnq1vmVJktSx1XInrP8HjAWeBhZfD5zAPvUrS5Kkjm25AUyxC3rbzHy33sVIktRZ1HIM+FFgg3oXIklSZ1JLD/jfgIcj4lHgncUjM/OQulUlSVIHV0sAXwV8B3gE8MELkiStArUE8ILMvKTulUiS1InUEsD3RMS/ATex5C7oh+pWlSRJHVwtATyk/HePZuO8DEmSpA+glhtxjGyPQiRJ6kzavAwpIj4XEcuavm35hCRJkrSCltUD7k1x+dFUYCowF+gObAfsRXE7yjPrXqEkSR1QmwGcmd+PiEspjvV+HNgZWAg8BhyXmS+0T4mSJHU8yzwGnJmNwG3lS5IkrSI+11eSpAoYwJIkVWC5ARwRXdujEEmSOpNaesBPRsTFETGw7tVIktRJ1BLAg4EngMsj4o8RcUJErFfnuiRJ6tCWG8CZ+WZm/jgzhwNnAOcAsyPiqojYru4VSpLUAdV0DDgiDomIG4DxwL8D2wC/Af6nzvVJktQh1fIwhieBO4GLM/PeZuMnRsSe9SlLkqSOrZYA3jkz32ptQmZ+bRXXI0lSp1DLSVg/iIgNFg9ExIYRcWUda5IkqcOrJYB3zsz5iwcy83X+/oxgSZK0EmoJ4C4RseHigYjYiNp2XUuSpDbUEqT/DtwXEdcBARwJXFDXqiRJ6uCWG8CZ+dPymcAjy1FHZOaM+pYlSVLHVuuu5L8Ary9uHxFb+jxgSZJW3nIDOCK+SnH3q1eARord0AnsXN/SJEnquGrpAZ8C7JCZ8+pdjCRJnUUtZ0G/CPy13oVIktSZ1NIDfgaYFBG/Bd5ZPDIzv1e3qiRJ6uBqCeAXyle38iVJkj6gWi5DOg8gItbNzAX1L0mSpI6vlscRDouIGRSXIhERgyPih3WvTJKkDqyWk7DGA6OBeQCZ+SfAxxBKkvQB1BLAZOaLLUY11qEWSZI6jVpOwnoxIoYDGRFrU1wX/Fh9y5IkqWOrpQd8InAy0BeYBTQAX17eTBHx4Yi4MyJmRMT0iDilHL9RRNwWEU+W/264vGVJktTR1BLAO2TmsZm5aWZukpmfAz5aw3zvAadl5kBgD+DkiBgInAn8PjMHAL8vhyVJ6lRqCeD/qHHcEjJzdmY+VL5/k2K3dV/gUOCqstlVwGG1lSpJUsfR5jHgiBgGDAf6RMSpzSatB3RdkZVExNbAEMWyY58AAAaYSURBVOB+YNPMnF1OehnYtI15TgBOANhyyy1XZHWSJK32ltUD7gb0pAjpXs1ebwBH1rqCiOgJ/Ar4ema+0XxaZibFk5WWkpk/ysyhmTm0T58+ta5OkqQ1Qps94My8C7grIiZk5vMrs/DyrOlfAT/PzOvL0a9ExOaZOTsiNgfmrMyyJUlak9VyGdKCiLgY2BHovnhkZu6zrJkiIoArgMdaPLjhJmAMcGH5740rWrQkSWu6Wk7C+jnFbSj7A+cBzwEP1jDfx4HjgH0iYlr5+gRF8O4XEU8C+5bDkiR1KrX0gHtn5hURcUqz3dLLDeDMnAxEG5NHrUiRkiR1NLUE8KLy39kRcRDwErBR/UqSJKnjqyWAz4+I9YHTKK7/XQ/4el2rkiSpg6vlecA3l2//CowEiAgDWJKkD6CmpyG14tTlN5EkSW1Z2QBu6+QqSZJUg5UN4FbvXiVJkmqzrHtBv0nrQRtAj7pVJElSJ7CsW1H2as9CJEnqTFZ2F7QkSfoADGBJkipgAEuSVAEDWJKkChjAkiRVwACWJKkCBrAkSRUwgCVJqoABLElSBQxgSZIqYABLklQBA1iSpAoYwJIkVcAAliSpAgawJEkVMIAlSaqAASxJUgUMYEmSKmAAS5JUAQNYkqQKGMCSJFXAAJYkqQIGsCRJFTCAJUmqgAEsSVIFDGBJkipgAEuSVAEDWJKkChjAkiRVwACWJKkCBrAkSRUwgCVJqoABLElSBQxgSZIqYABLklQBA1iSpAoYwJIkVcAAliSpAgawJEkVMIAlSaqAASxJUgUMYEmSKmAAS5JUAQNYkqQK1C2AI+LKiJgTEY82G7dRRNwWEU+W/25Yr/VLkrQ6q2cPeAJwQItxZwK/z8wBwO/LYUmSOp26BXBm3g281mL0ocBV5furgMPqtX5JklZn7X0MeNPMnF2+fxnYtJ3XL0nSaqGyk7AyM4Fsa3pEnBARUyJiyty5c9uxMkmS6q+9A/iViNgcoPx3TlsNM/NHmTk0M4f26dOn3QqUJKk9tHcA3wSMKd+PAW5s5/VLkrRaqOdlSNcA9wE7RMTMiDgeuBDYLyKeBPYthyVJ6nTWqteCM/OYNiaNqtc6JUlaU3gnLEmSKmAAS5JUAQNYkqQKGMCSJFXAAJYkqQIGsCRJFTCAJUmqgAEsSVIFDGBJkipgAEuSVAEDWJKkChjAkiRVwACWJKkCBrAkSRUwgCVJqoABLElSBQxgSZIqYABLklQBA1iSpAoYwJIkVcAAliSpAgawJEkVMIAlSaqAASxJUgUMYEmSKmAAS5JUAQNYkqQKGMCSJFXAAJYkqQIGsCRJFTCAJUmqgAEsSVIFDGBJkipgAEuSVAEDWJKkChjAkiRVwACWJKkCBrAkSRUwgCVJqoABLElSBQxgSZIqYABLklQBA1iSpAoYwJIkVcAAliSpAgawJEkVMIAlSaqAASxJUgUMYEmSKmAAS5JUAQNYkqQKGMCSJFXAAJYkqQKVBHBEHBARj0fEUxFxZhU1SJJUpXYP4IjoCvwAOBAYCBwTEQPbuw5JkqpURQ94d+CpzHwmM98FrgUOraAOSZIqU0UA9wVebDY8sxwnSVKnsVbVBbQlIk4ATigH34qIx6usR+qwzmVj4NWqy5BWB3FurOpFbtXWhCoCeBbw4WbD/cpxS8jMHwE/aq+ipM4qIqZk5tCq65A6myp2QT8IDIiI/hHRDTgauKmCOiRJqky794Az872I+ArwO6ArcGVmTm/vOiRJqlJkZtU1SKpQRJxQHvKR1I4MYEmSKuCtKCVJqoABLHVgEbFpRFwdEc9ExNSIuC8iDo+IvSPirxExLSIei4hzyvZjI+LSFsuYFBGeJS2tYgaw1EFFRAC/Bu7OzG0yc1eKqw76lU3uycwGYCjwuYjYpaJSpU7JAJY6rn2AdzPzssUjMvP5zPyP5o0y82/AVGC7dq5P6tQMYKnj2hF4aHmNIqI3sAfg5YBSOzKApU4iIn4QEX+KiAfLUSMi4mHgVuDC8nr8ti6L8HIJaRVbbe8FLekDmw58avFAZp4cERsDU8pR92TmwS3mmQds2GLcRnivaGmVswcsdVx3AN0j4qRm49ZdzjwPAh+PiM0AyrOf12HJJ5hJWgXsAUsdVGZmRBwGjIuI04G5wN+AM5YxzysRcQrwPxHRBXgLOCYz32+XoqVOxDthSZJUAXdBS5JUAQNYkqQKGMCSJFXAAJYkqQIGsCRJFTCAJUmqgAEsSVIFDGBJkirw/wGt1Cz436qDUQAAAABJRU5ErkJggg==\n", 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" ] }, "metadata": { "needs_background": "light" } } ] }, { "cell_type": "markdown", "metadata": { "id": "1WI18RL5cxwR" }, "source": [ "- ONNX Runtime does help improve latency both on CPU and GPU, and improves results in comparison to PyTorch.\n", "- On GPU, using **ONNX Runtime** allows inferring up to **1.2 times faster** than with PyTorch (**38 ms** with ONNX Runtime)." ] }, { "cell_type": "markdown", "metadata": { "id": "qPQdX75lWG1C" }, "source": [ "### 3.2 New method | transformers.onnx" ] }, { "cell_type": "markdown", "metadata": { "id": "_lBK1y0UFjSO" }, "source": [ "(source: [Configuration-based approach](https://huggingface.co/transformers/master/serialization.html#configuration-based-approach)) Transformers v4.9.0 introduces a new package: `transformers.onnx`. **This package allows converting checkpoints to an ONNX graph by leveraging configuration objects.** These configuration objects come ready made for a number of model architectures, and are made to be easily extendable to other architectures.\n", "\n", "Ready-made configurations include the following models:\n", "\n", "````\n", "ALBERT\n", "BART\n", "BERT\n", "DistilBERT\n", "GPT Neo\n", "LayoutLM\n", "Longformer\n", "mBART\n", "OpenAI GPT-2\n", "RoBERTa\n", "T5\n", "XLM-RoBERTa\n", "````" ] }, { "cell_type": "markdown", "metadata": { "id": "LdKK7nYXWib8" }, "source": [ "Run `transformers.onnx` (or the conversion script located at [transformers/convert_graph_to_onnx.py](https://github.com/huggingface/transformers/blob/master/src/transformers/convert_graph_to_onnx.py)). This script takes a few arguments such as the model to be exported and the framework you want to export from (PyTorch or TensorFlow)." ] }, { "cell_type": "markdown", "metadata": { "id": "8taFL-OHddE_" }, "source": [ "**WARNING**: which arguments to use?" ] }, { "cell_type": "markdown", "metadata": { "id": "mKf91Ju0Wib8" }, "source": [ "It will be exported under `onnx/pierreguillou-bert-base-cased-squad-v1.1-portuguese`." ] }, { "cell_type": "code", "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "X-sH97kXWib8", "outputId": "81879e7d-4389-47ac-c1dd-f3421aa37485" }, "source": [ "%%time\n", "model_checkpoint_onnx = 'onnx/' + model_checkpoint.replace('/','-')\n", "\n", "!python -m transformers.onnx --model {model_checkpoint} {model_checkpoint_onnx}" ], "execution_count": 50, "outputs": [ { "output_type": "stream", "name": "stdout", "text": [ "Some weights of the model checkpoint at pierreguillou/bert-base-cased-squad-v1.1-portuguese were not used when initializing BertModel: ['qa_outputs.weight', 'qa_outputs.bias']\n", "- This IS expected if you are initializing BertModel from the checkpoint of a model trained on another task or with another architecture (e.g. initializing a BertForSequenceClassification model from a BertForPreTraining model).\n", "- This IS NOT expected if you are initializing BertModel from the checkpoint of a model that you expect to be exactly identical (initializing a BertForSequenceClassification model from a BertForSequenceClassification model).\n", "Some weights of BertModel were not initialized from the model checkpoint at pierreguillou/bert-base-cased-squad-v1.1-portuguese and are newly initialized: ['bert.pooler.dense.weight', 'bert.pooler.dense.bias']\n", "You should probably TRAIN this model on a down-stream task to be able to use it for predictions and inference.\n", "Using framework PyTorch: 1.9.0+cu111\n", "Overriding 1 configuration item(s)\n", "\t- use_cache -> False\n", "Validating ONNX model...\n", "/usr/local/lib/python3.7/dist-packages/onnxruntime/capi/onnxruntime_inference_collection.py:353: UserWarning: Deprecation warning. This ORT build has ['CUDAExecutionProvider', 'CPUExecutionProvider'] enabled. The next release (ORT 1.10) will require explicitly setting the providers parameter (as opposed to the current behavior of providers getting set/registered by default based on the build flags) when instantiating InferenceSession.For example, onnxruntime.InferenceSession(..., providers=[\"CUDAExecutionProvider\"], ...)\n", " \"based on the build flags) when instantiating InferenceSession.\"\n", "\t-[✓] ONNX model outputs' name match reference model ({'pooler_output', 'last_hidden_state'}\n", "\t- Validating ONNX Model output \"last_hidden_state\":\n", "\t\t-[✓] (2, 8, 768) matches (2, 8, 768)\n", "\t\t-[✓] all values close (atol: 0.0001)\n", "\t- Validating ONNX Model output \"pooler_output\":\n", "\t\t-[✓] (2, 768) matches (2, 768)\n", "\t\t-[✓] all values close (atol: 0.0001)\n", "All good, model saved at: onnx/pierreguillou-bert-base-cased-squad-v1.1-portuguese/model.onnx\n", "CPU times: user 182 ms, sys: 86.6 ms, total: 268 ms\n", "Wall time: 23.4 s\n" ] } ] }, { "cell_type": "markdown", "metadata": { "id": "cKopthXBSXAP" }, "source": [ "The outputs can be obtained by taking a look at the ONNX configuration of each model. For example, for BERT:" ] }, { "cell_type": "code", "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "M-KOpz6RSIH1", "outputId": "2702cb9e-601e-43b1-e28e-3071a5b2eb04" }, "source": [ "from transformers.models.bert import BertOnnxConfig, BertConfig\n", "\n", "config = BertConfig()\n", "onnx_config = BertOnnxConfig(config)\n", "output_keys = list(onnx_config.outputs.keys())\n", "output_keys" ], "execution_count": 51, "outputs": [ { "output_type": "execute_result", "data": { "text/plain": [ "['last_hidden_state', 'pooler_output']" ] }, "metadata": {}, "execution_count": 51 } ] }, { "cell_type": "markdown", "metadata": { "id": "rQvqPtLaY3tG" }, "source": [ "**WARNING**: these outputs do not allow to get an answer!!!!!" ] }, { "cell_type": "markdown", "metadata": { "id": "SC7iQP-sdjpR" }, "source": [ "We can not continue. " ] }, { "cell_type": "code", "metadata": { "id": "0yk6QyZyKv4k" }, "source": [ "# import onnxruntime as ort\n", "# ort_session = ort.InferenceSession('onnx/pierreguillou-bert-base-cased-squad-v1.1-portuguese/model.onnx')" ], "execution_count": 52, "outputs": [] }, { "cell_type": "markdown", "metadata": { "id": "dVoNg7jts2bA" }, "source": [ "## 4. Inference time | TorchScript" ] }, { "cell_type": "markdown", "metadata": { "id": "TSA0tteRsiz1" }, "source": [ "source: https://huggingface.co/transformers/serialization.html#torchscript" ] }, { "cell_type": "markdown", "metadata": { "id": "0cmuvCVLsovC" }, "source": [ "According to Pytorch’s documentation: “TorchScript is a way to create serializable and optimizable models from PyTorch code”. Pytorch’s two modules JIT and TRACE allow the developer to export their model to be re-used in other programs, such as efficiency-oriented C++ programs." ] }, { "cell_type": "markdown", "metadata": { "id": "rhJM05N8svj1" }, "source": [ "Hugging Face provided an interface that allows the export of 🤗 Transformers models to TorchScript so that they can be reused in a different environment than a Pytorch-based python program. " ] }, { "cell_type": "code", "metadata": { "id": "EMWyHf05s2bB" }, "source": [ "from transformers import AutoTokenizer, AutoModelForQuestionAnswering\n", "\n", "tokenizer = AutoTokenizer.from_pretrained(model_checkpoint, use_fast=True, torchscript=True)\n", "model = AutoModelForQuestionAnswering.from_pretrained(model_checkpoint, torchscript=True)\n", "model.eval();" ], "execution_count": 53, "outputs": [] }, { "cell_type": "markdown", "metadata": { "id": "hOG6K7tZqK2C" }, "source": [ "### 4.1 Tokenize the inputs" ] }, { "cell_type": "code", "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "OijtuOCLqK2D", "outputId": "04fa1cd0-4f97-404f-d399-4568cb5d6aae" }, "source": [ "num=100\n", "\n", "total = 0\n", "for i in range(num):\n", " start = perf_counter()\n", " inputs = tokenizer(question, context, add_special_tokens=True, return_tensors=\"pt\")\n", " diff = perf_counter() - start\n", " total += diff\n", "\n", "torchscript_mean_tokenizer = round((total/num)*1000,2)\n", "print(f'average time: {torchscript_mean_tokenizer} ms')" ], "execution_count": 54, "outputs": [ { "output_type": "stream", "name": "stdout", "text": [ "average time: 0.83 ms\n" ] } ] }, { "cell_type": "markdown", "metadata": { "id": "eCu7ae2ps2bC" }, "source": [ "### 4.2 Model on GPU" ] }, { "cell_type": "code", "metadata": { "colab": { "base_uri": "https://localhost:8080/" }, "id": "TUVbHHi-s2bC", "outputId": "55272f11-1435-430c-f2b1-2617006e67bb" }, "source": [ "# put model and inputs to cpu\n", "model = model.to('cuda')\n", "inputs = inputs.to('cuda')\n", "\n", "# get mean time\n", "with torch.no_grad():\n", " traced_model = torch.jit.trace(model, [inputs.input_ids,inputs.token_type_ids,inputs.attention_mask])\n", " torchscript_mean_time_gpu = round(np.mean([timer(traced_model,inputs.input_ids,inputs.token_type_ids,inputs.attention_mask) for _ in range(100)]))\n", "print(f'{torchscript_mean_time_gpu}ms')" ], "execution_count": 55, "outputs": [ { "output_type": "stream", "name": "stdout", "text": [ "74ms\n" ] } ] }, { "cell_type": "markdown", "metadata": { "id": "WABOBcVIqyBx" }, "source": [ "### 4.3 Results with TorchScript" ] }, { "cell_type": "markdown", "metadata": { "id": "0jMq1eKSv_xM" }, "source": [ "Let's compage the GPU results with the ones with CPU (check link to the CPU notebook at the beginning of this notebook." ] }, { "cell_type": "code", "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 143 }, "id": "7hkvzq12v_xN", "outputId": "0b4cefef-eff8-4982-ddba-9b42044b6759" }, "source": [ "import pandas as pd\n", "\n", "raw_data = {\n", " 'Latency on CPU (ms)': [mean_time_cpu, onnx_mean_time_cpu, torchscript_mean_time_cpu],\n", " 'Latency on GPU (ms)': [mean_time_gpu, onnx_mean_time_gpu, torchscript_mean_time_gpu],\n", " }\n", "\n", "df = pd.DataFrame(raw_data,\n", " index=pd.Index(['PyTorch (without pipeline)','ONNX Runtime', 'TorchScript']),\n", " columns=pd.Index(['Latency on CPU (ms)','Latency on GPU (ms)']))\n", "\n", "df" ], "execution_count": 56, "outputs": [ { "output_type": "execute_result", "data": { "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", "
Latency on CPU (ms)Latency on GPU (ms)
PyTorch (without pipeline)889.0744.42
ONNX Runtime711.5037.54
TorchScript849.0074.00
\n", "
" ], "text/plain": [ " Latency on CPU (ms) Latency on GPU (ms)\n", "PyTorch (without pipeline) 889.07 44.42\n", "ONNX Runtime 711.50 37.54\n", "TorchScript 849.00 74.00" ] }, "metadata": {}, "execution_count": 56 } ] }, { "cell_type": "code", "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 352 }, "id": "4z7trW6yqyBz", "outputId": "9efee2a2-f638-4e19-9348-d59b70700e44" }, "source": [ "import numpy as np\n", "import matplotlib.pyplot as plt\n", "\n", "labels = ['CPU','GPU']\n", "data = [\n", " [mean_time_cpu, mean_time_gpu],\n", " [onnx_mean_time_cpu, onnx_mean_time_gpu],\n", " [torchscript_mean_time_cpu, torchscript_mean_time_gpu]\n", " ]\n", "\n", "fig = plt.figure()\n", "ax = fig.add_axes([0,0,1,1])\n", "\n", "X = np.arange(2)\n", "ax.bar(X - 0.2, data[0], color = 'r', width = 0.2, label='PyTorch (without pipeline)')\n", "ax.bar(X, data[1], color = 'g', width = 0.2, label='ONNX Runtime')\n", "ax.bar(X + 0.2, data[2], color = 'b', width = 0.2, label='TorchScript')\n", "\n", "# axes and title\n", "x = np.arange(len(labels)) # the label locations\n", "ax.set_xticks(x)\n", "ax.set_xticklabels(labels)\n", "ax.set_ylabel('Latency (ms)')\n", "ax.set_title('Inference latency (CPU vs GPU) in Google Colab')\n", "\n", "leg = ax.legend();" ], "execution_count": 57, "outputs": [ { "output_type": "display_data", "data": { "image/png": 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ZOXIkEGxtnnnmmTRt2pTbb789oceRY8KECWRkZPDhhx8yceJEbrvtNtLT01m6dGmeejMyMrjmmmto3749zZo1Y9KkSQBMnz6dfv36ATBs2DAuvfRSOnfuTNOmTXn88cdz53/ggQfo0KEDrVu35u67797r+Vi+fDktW7YEgl6AgQMHxn1MU6ZMoXPnzrRr145BgwaxZcsWIHid33nnHXbv3h33+S4Wdz9obyeddJKLiMRauHBh3hFQsrcEHH744e7uvmvXLu/fv78/+uijvmzZMm/btq27u2dnZ3vjxo19/fr1ufMMGTLEx48f7ytXrvRjjz3W165d67t27fIePXr4K6+8Ej4U/MUXX3R39/nz53vTpk193bp17u6elZWVu5zzzjvPs7OzfcGCBX7cccftVd+OHTv8qKOOyh1+/vnn/Xe/+527u3fo0MFPPvlkd3fPyMjwyZMn53lM7733nvft2zd33qeeesobNWrkmzZt8m3btnn9+vX9u+++K/Rx5CzL3X38+PE+ZMiQPM9BPEOGDPHevXt7dna2f/311163bl3ftm1bnnruvvtub926tW/dutXXrVvn9erV85UrV/rbb7/tV155pe/Zs8ezs7O9b9++/v777+epZdmyZX7iiScW+pjWrVvnXbt29S1btri7+4gRI/yee+7JrbFXr14+e/bsvWrf6z3p7sBsLyDb9HMpEZEStm3bNtLT04FgS+qKK66gYsWK1KhRg88++4w1a9bQtm1batSosde8s2bNonv37tSqFVzf4OKLL2bGjBmcffbZpKSkcO655wIwbdo0Bg0aRM2aNQGoXr167jLOPvtsypUrR4sWLVizZs1e61i/fj3VqlXLHe7atSujRo1i4cKFtGjRgo0bN7J69Wo++uijhLqJe/bsSdWqVQFo0aIF3377LVlZWQU+jn11/vnnU65cOZo2bUrjxo358ssv92ozYMAA0tLSSEtLo0ePHnz66afMnDmTKVOm0LZtWwC2bNnC4sWLOfXUU4v1mDZt2sTChQs55ZRTANi5cyedO3fOnad27dqsWrWKk046aZ8fI+h3zHkdCkdyupd2BSJlXs4+5vx+/etfM3bsWL7//vvc7uLiSE1NTWifcKVKlXLve5z/CWlpaXl+wlO3bl02bdrE5MmTOfXUU9mwYQMvvfQSlStXpkqVKsVaX0pKSpHdubFHKhfnp0T5j3COd8RzvDbuzu9//3uuvvrqhNcV7zG5O6effjrPP/983Hm2b99OWlpawusoiPYxi4gcIOeccw6TJ09m1qxZ9O7dO26bjh078v7777N+/Xqys7N5/vnn6dat217tTjvtNMaPH09WVhYAGzZsSLiOI488kuzs7Dyh2KlTJ0aNGsWpp55K165defDBB+natete81apUoXNmzcXuY7CHsdRRx3FokWL2LNnD6+88krCyx4/fjx79uxh6dKlfPPNNzRv3nyvNq+99hrbt28nKyuL6dOn06FDB3r37s2TTz6Zuz945cqVrF27tsjHkF+nTp3473//y5IlSwD46aef+Prrr3Onf/3117n7qfeHtphFRA6QihUr0qNHD6pVq1bglu8xxxzDiBEj6NGjB+5O3759cw/SinXiiSdy55130q1bN1JSUmjbti1jx45NuJYzzjiDmTNn5v40q2vXrkyZMoUmTZrQoEEDNmzYEDeYW7duTUpKCm3atCEjI4Mjjzyy2I9jxIgR9OvXj1q1atG+ffvcwLzgggu48sorefjhh5kwYQLHHXdcnmXWr1+fjh078uOPP/LYY4+Rmpoat74ePXqwfv16/vCHP1CnTh3q1KnDokWLcrudK1euzL///W9q166d8PMFUKtWLcaOHcuFF17Ijh07ALj33ntp1qwZa9asIS0tjaOPPrpYy4zH4nVzHCzat2/vJXo9ZnVlixz0Fi1axAknnFDaZcS1Z88e2rVrx/jx42natGmp1jJ37lxGjhzJM888U6p1JCojI4N+/foV+lvjYcOGUblyZX73u98dwMoCI0eO5IgjjuCKK67Ya1q896SZzXH39vGWpa5sEZEDYOHChTRp0oSePXuWeigDtGvXjh49euz376ElUK1aNYYMGVIiy9IWcyxtMYsc9KK8xSxlk7aYRUREDmIKZhERkQhRMIuIiESIgllERCRCFMwiIiUsMzOTAQMG0LRpU4477jhuuukmdu7cCQQXXTAzXn/99dz2/fr1Y/r06QB0796d9u1/PiZo9uzZdO/eHYCXX36Znj175k6bOXMm6enpe51pa/r06VStWpX09HSOP/74/fr5UP6rSe3vZRalaDrBiIgc0uyekv21hd9d+C8f3J2BAwdy7bXX8tprr5Gdnc1VV13FnXfeyQMPPABAvXr1GD58OL/85S/jLmPt2rW89dZb9OnTJ8/4gQMH8sQTT/Dcc88xaNAgfvOb3/DYY49Rvvze/8q7du3KpEmT2LZtG23btuWcc87JPcdzceQE80UXXQQEl1mM/eIgJU9bzBI5JX353NK4Sdk1bdo0UlNT+dWvfgUE51keOXIkTz75JFu3bgWgTZs2VK1alalTp8Zdxm233cbw4cPjTnvkkUe46667GDZsGB06dKBLly6F1pOWlkZ6ejorV64E4l9yEYITeNx44417XS4y/2Ue819mcciQIXTt2pUGDRrw8ssvc/vtt9OqVSvOPPNMdu3aBcCcOXPo1q0bJ510Er1792b16tWJPJVlloJZRKQELViwYK+rCx1xxBHUr18/9xzLEFyP+d577427jM6dO1OxYkXee++9vaY1btyYwYMH88gjj3DfffcVWc/GjRuLvJJSjtWrVzNz5kwmTZrE0KFDgeD0mV27dmXevHn89re/3WuepUuXMm3aNCZOnMgll1xCjx49+OKLL0hLS+ONN95g165d3HDDDUyYMIE5c+Zw+eWX517jWeJTMIuIlIKcoJw5c2bc6XfddVfc4M7Ozmbq1KlUrlyZb7/9tsDlf/DBB7Rp04a6devSu3fvhM7hXNTlIuPp06cPFSpUoFWrVmRnZ3PmmWcC0KpVK5YvX85XX33F/PnzOf3000lPT+fee+8lMzMzoWWXVQpmEZES1KJFC+bMmZNn3I8//sh3331HkyZN8owvbKv5tNNOY9u2bXz88cd5xj/66KO0atWKMWPGcN1118W9rCME+5j/97//sWDBAsaMGZN7GcrCLrlY1OUi48mZp1y5clSoUCF3+eXKlcu9VOKJJ57IvHnzmDdvHl988QVTpkxJaNlllYJZRKQE9ezZk61bt/L0008DwRburbfeSkZGBocddlietmeccQYbN27k888/j7usu+66i/vvvz93+Pvvv+dvf/sb999/P2eeeSZ169bliSeeKLSeRo0aMXTo0Nxu74IuuViQRC/zWJDmzZuzbt06PvroIwB27drFggUL9nl5ZYGCWUSkBJkZr7zySu4VpJo1a0Zqaip//vOf47a/8847WbFiRdxpZ511FrVq1codvuWWW7j99ttzx40aNYrhw4cXeS3ma665hhkzZrB8+fLcSy526dKFY445psjHE3uZx5EjRxbZPr+KFSsyYcIE7rjjDtq0aUN6ejoffvhhsZdTlugiFrEOhcNpD+LXM4deBtkfuoiFRI0uYiEiInIQUzCLiIhEiIJZREQkQhTMIiIiEZLUYDaz35rZAjObb2bPm1mqmTUys0/MbImZvWhmFcO2lcLhJeH0hsmsTUREJIqSFsxmVhe4EWjv7i2BFOAC4D5gpLs3ATYCV4SzXAFsDMePDNuJiIiUKcnuyi4PpJlZeeAwYDVwGjAhnD4OODu8PyAcJpze0+xQ+OGMiJQlWVlZpKenk56eztFHH03dunVzh3Mu/Vgcw4YN48EHH4w7bfjw4Zx44om0bt2a9PR0Pvnkk4SXu2rVKs4777xC22zatIlHH320WPXK/kvaZR/dfaWZPQh8B2wDpgBzgE3unnPx0Eygbni/LrAinHe3mf0A1ADWJ6tGETn0lfTX+6J+o16jRo3c018OGzaMypUrJ3Q95OzsbFJSUhKu46OPPmLSpEnMnTuXSpUqsX79+oSDf/fu3dSpUyf3ClIFyQnm3/zmNwnXJfsvmV3ZRxJsBTcC6gCHA2eWwHKvMrPZZjZ73bp1+7s4EZGke/fdd2nbti2tWrXi8ssvZ8eOHQA0bNiQO+64g3bt2jF+/HgmT55Mu3btaNOmDT179sydf+HChXTv3p3GjRvz8MMPA8GVoGrWrJl7ruqaNWtSp04dAGbNmkWXLl1o06YNHTt2ZPPmzYwdO5b+/ftz2mmn0bNnT5YvX07Lli0BGDt2LAMGDKB79+40bdqUe+65Bwgu+bh06VLS09O57bbbDtjzVdYlbYsZ6AUsc/d1AGb2MnAKUM3MyodbzfWAlWH7lcCxQGbY9V0VyMq/UHcfDYyG4MxfSaxfRGS/bd++nYyMDN59912aNWvGZZddxj//+U9uvvlmINjCnjt3LuvWraNdu3bMmDGDRo0a5TnN5pdffsl7773H5s2bad68Oddeey1nnHEGf/rTn2jWrBm9evVi8ODBdOvWjZ07dzJ48GBefPFFOnTowI8//khaWhoAc+fO5fPPP6d69eosX748T52ffvop8+fP57DDDqNDhw707duXESNGMH/+/NweADkwkrmP+Tugk5kdFu4r7gksBN4DcnZsDAFeC+9PDIcJp0/zg/l8oSIiBF3UjRo1olmzZgAMGTKEGTNm5E4fPHgwAB9//DGnnnoqjRo1AqB69eq5bfr27UulSpWoWbMmtWvXZs2aNVSuXJk5c+YwevRoatWqxeDBgxk7dixfffUVxxxzDB06dACCa0GXLx9sg51++ul5lhvr9NNPp0aNGqSlpTFw4MACL0cpyZfMfcyfmNkEYC6wG/iMYEv3DeAFM7s3HDcmnGUM8IyZLQE2EBzBLSJySDv88MOLbBN7OcaUlBR2796de7979+50796dVq1aMW7cOE466aR9Wlf+Y2117G3pSepR2e5+t7sf7+4t3f1Sd9/h7t+4e0d3b+Lug9x9R9h2ezjcJJz+TTJrExE5EFJSUli+fDlLliwB4JlnnqFbt257tevUqRMzZsxg2bJlAEVeMeqrr75i8eLFucPz5s2jQYMGNG/enNWrVzNr1iwANm/enBvkhZk6dSobNmxg27ZtvPrqq5xyyin7fclH2TfJ3McsIlLmpaam8tRTTzFo0CB2795Nhw4duOaaa/ZqV6tWLUaPHs3AgQPZs2cPtWvXZurUqQUud8uWLdxwww1s2rSJ8uXL06RJE0aPHk3FihV58cUXueGGG9i2bRtpaWm88847RdbZsWNHzj33XDIzM7nkkkto3z648NEpp5xCy5Yt6dOnDw888MC+PxGSMF32Mdah0HVzEL+eOfQyyP7QZR+Lb+zYscyePZtHHnmktEs5JOmyjyIiIgcxdWWLiJRxGRkZZGRklHYZEtIWs4iISIQomEXkkHMwHzsjh5Z9eS8qmEXkkJKamkpWVpbCWUqdu5OVlUVqamqx5tM+ZhE5pNSrV4/MzEx0Ln2JgtTUVOrVq1eseRTMInJIqVChQu5pLUUORurKFhERiRAFs4iISIQomEVERCJEwSwiIhIhCmYREZEIUTCLiIhEiIJZREQkQhTMIiIiEaJgFhERiRAFs4iISIQomEVERCJEwSwiIhIhCmYREZEI0dWlDjF2j5V2CSVA19EVkbJLW8wiIiIRomAWERGJEAWziIhIhCiYRUREIkTBLCIiEiEKZhERkQhRMIuIiESIgllERCRCFMwiIiIRomAWERGJEAWziIhIhCiYRUREIkTBLCIiEiEKZhERkQhRMIuIiESIgllERCRCFMwiIiIRomAWERGJEAWziIhIhCiYRUREIkTBLCIiEiEKZhERkQhRMIuIiESIgllERCRCFMwiIiIRomAWERGJEAWziIhIhCiYRUREIkTBLCIiEiEKZhERkQhJajCbWTUzm2BmX5rZIjPrbGbVzWyqmS0O/x4ZtjUze9jMlpjZ52bWLpm1iYiIRFGyt5gfAia7+/FAG2ARMBR4192bAu+GwwB9gKbh7Srgn0muTUREJHKSFsxmVhU4FRgD4O473X0TMAAYFzYbBwdqr4MAAA5aSURBVJwd3h8APO2Bj4FqZnZMsuoTERGJomRuMTcC1gFPmdlnZvaEmR0OHOXuq8M23wNHhffrAiti5s8Mx4mIiJQZyQzm8kA74J/u3hb4iZ+7rQFwdwe8OAs1s6vMbLaZzV63bl2JFSsiIhIFyQzmTCDT3T8JhycQBPWanC7q8O/acPpK4NiY+euF4/Jw99Hu3t7d29eqVStpxYuIiJSGpAWzu38PrDCz5uGonsBCYCIwJBw3BHgtvD8RuCw8OrsT8ENMl7eIiEiZUD7Jy78BeNbMKgLfAL8i+DLwkpldAXwLnB+2fRM4C1gCbA3bioiIlClJDWZ3nwe0jzOpZ5y2DlyXzHpERESiTmf+EhERiRAFs4iISIQomEVERCJEwSwiIhIhCmYREZEIKfKobDMrR3ABijrANmC+u68tfC4RERHZFwUGs5kdB9wB9AIWE5z3OhVoZmZbgX8B49x9z4EoVEREpCwobIv5XoJLL14d/sY4l5nVBi4CLuXnK0WJiIjIfiowmN39wkKmrQVGJaUiERGRMqzIg7/MbJCZVQnv/8HMXjazdskvTUREpOxJ5KjsP7j7ZjP7BcGpNMcQdHGLiIhICUskmLPDv32B0e7+BlAxeSWJiIiUXYkE80oz+xcwGHjTzColOJ+IiIgUUyIBez7wNtDb3TcB1YHbklqViIhIGVXkCUbcfauZvQccG3PQ1/rkliUiIlI2JXLmr/8HZABLgZzfMztwWvLKEhERKZuKDGaCruzj3H1nsosREREp6xLZxzwfqJbsQkRERCSxLea/AJ+Z2XxgR85Id++ftKpERETKqESCeRxwH/AFoAtWiIiIJFEiwbzV3R9OeiUiIiKSUDB/YGZ/ASaStyt7btKqEhERKaMSCea24d9OMeP0cykREZEkSOQEIz0ORCEiIiJSyM+lzOwSMyts+nHhFadERESkhBS2xVyD4GdSc4A5wDogFWgCdCM4LefQpFcoIiJShhQYzO7+kJk9QrAv+RSgNbANWARc6u7fHZgSRUREyo5C9zG7ezYwNbyJiIhIkum6yiIiIhGiYBYREYmQIoPZzFIORCEiIiKS2BbzYjN7wMxaJL0aERGRMi6RYG4DfA08YWYfm9lVZnZEkusSEREpk4oMZnff7O6Pu3sX4A7gbmC1mY0zsyZJr1BERKQMSWgfs5n1N7NXgFHAX4HGwOvAm0muT0REpExJ5CIWi4H3gAfc/cOY8RPM7NTklCUiIlI2JRLMrd19S7wJ7n5jCdcjIiJSpiVy8Nc/zKxazoCZHWlmTyaxJhERkTIrkWBu7e6bcgbcfSM/X6NZRERESlAiwVzOzI7MGTCz6iTWBS4iIiLFlEjA/hX4yMzGAwacBwxPalUiIiJlVJHB7O5Ph9dk7hGOGujuC5NbloiISNmUaJf0l8DGnPZmVl/XYxYRESl5RQazmd1AcLavNUA2QXe2A62TW5qIiEjZk8gW801Ac3fPSnYxIiIiZV0iR2WvAH5IdiEiIiKS2BbzN8B0M3sD2JEz0t3/lrSqREREyqhEgvm78FYxvImIiEiSJPJzqXsAzOwwd9+a/JJERETKrkQu+9jZzBYS/GQKM2tjZo8mvTIREZEyKJGDv0YBvYEsAHf/H6DLPYqIiCRBIsGMu6/INyo7CbWIiIiUeYkc/LXCzLoAbmYVCH7XvCi5ZYmIiJRNiWwxXwNcB9QFVgLpwG8SXYGZpZjZZ2Y2KRxuZGafmNkSM3vRzCqG4yuFw0vC6Q2L+2BEREQOdokEc3N3v9jdj3L32u5+CXBCMdaRfwv7PmCkuzchOP/2FeH4K4CN4fiRYTsREZEyJZFg/nuC4/ZiZvWAvsAT4bABpwETwibjgLPD+wPCYcLpPcP2IiIiZUaB+5jNrDPQBahlZrfETDoCSElw+aOA24Eq4XANYJO77w6HMwm6yAn/rgBw991m9kPYfn2+uq4CrgKoX79+gmWIiIgcHArbYq4IVCYI7yoxtx+B84pasJn1A9a6+5wSqDOXu4929/bu3r5WrVoluWgREZFSV+AWs7u/D7xvZmPd/dt9WPYpQH8zOwtIJdjSfgioZmblw63megQHlBH+PRbINLPyQFXC306LiIiUFYnsY95qZg+Y2ZtmNi3nVtRM7v57d6/n7g2BC4Bp7n4x8B4/b3EPAV4L708MhwmnT3N3L86DEREROdglEszPEpyOsxFwD7AcmLUf67wDuMXMlhDsQx4Tjh8D1AjH3wIM3Y91iIiIHJQSOcFIDXcfY2Y3xXRvFyuY3X06MD28/w3QMU6b7cCg4ixXRETkUJNIMO8K/642s77AKqB68koSEREpuxIJ5nvNrCpwK8Hvl48Abk5qVSIiImVUItdjnhTe/QHoAWBmCmYREZEkSOjqUnHcUnQTERERKa59DWadKlNERCQJ9jWY9ftiERGRJCjsXNmbiR/ABqQlrSIREZEyrLBTclYpaJqIiIgkx752ZYuIiEgSKJhFREQiRMEsIiISIQpmERGRCFEwi4iIRIiCWUREJEIUzCIiIhGiYBYREYkQBbOIiEiEKJhFREQiRMEsIiISIQpmERGRCFEwi4iIRIiCWUREJEIUzCIiIhGiYBYREYkQBbOIiEiEKJhFREQiRMEsIiISIQpmERGRCFEwi4iIRIiCWUREJEIUzCIiIhGiYBYREYkQBbOIiEiEKJhFREQiRMEsIiISIQpmERGRCFEwi4iIRIiCWUREJEIUzCIiIhGiYBYREYkQBbOIiEiEKJhFREQiRMEsIiISIQpmERGRCFEwi4iIRIiCWUREJEIUzCIiIhGiYBYREYkQBbOIiEiEKJhFREQiRMEsIiISIQpmERGRCElaMJvZsWb2npktNLMFZnZTOL66mU01s8Xh3yPD8WZmD5vZEjP73MzaJas2ERGRqErmFvNu4FZ3bwF0Aq4zsxbAUOBdd28KvBsOA/QBmoa3q4B/JrE2ERGRSEpaMLv7anefG97fDCwC6gIDgHFhs3HA2eH9AcDTHvgYqGZmxySrPhERkSg6IPuYzawh0Bb4BDjK3VeHk74Hjgrv1wVWxMyWGY4TEREpM5IezGZWGfgPcLO7/xg7zd0d8GIu7yozm21ms9etW1eClYqIiJS+pAazmVUgCOVn3f3lcPSanC7q8O/acPxK4NiY2euF4/Jw99Hu3t7d29eqVSt5xYuIiJSCZB6VbcAYYJG7/y1m0kRgSHh/CPBazPjLwqOzOwE/xHR5i4iIlAnlk7jsU4BLgS/MbF447v+AEcBLZnYF8C1wfjjtTeAsYAmwFfhVEmsTERGJpKQFs7vPBKyAyT3jtHfgumTVIyIicjDQmb9EREQiRMEsIiISIQpmERGRCFEwi4iIRIiCWUREJEIUzCIiIhGiYBYREYkQBbOIiEiEKJhFREQiRMEsIiISIQpmERGRCFEwi4iIRIiCWUREJEIUzCIiIhGiYBYREYkQBbOIiEiEKJhFREQiRMEsIiISIQpmERGRCFEwi4iIRIiCWUREJEIUzCIiIhGiYBYREYkQBbOIiEiEKJhFREQiRMEsIiISIQpmERGRCFEwi4iIRIiCWUREJEIUzCIiIhGiYBYREYkQBbOIiEiEKJhFREQiRMEsIiISIeVLuwARETm0mZV2BfvP/cCtS1vMIiIiEaJgFhERiRAFs4iISIQomEVERCJEwSwiIhIhCmYREZEIUTCLiIhEiIJZREQkQnSCERE5dOnMFnIQ0haziIhIhGiLWUQkwuyeQ2CrH231F4e2mEVERCJEwSwiIhIhCmYREZEIUTCLiIhEiIJZREQkQhTMIiIiEaJgFhERiZBIBbOZnWlmX5nZEjMbWtr1iIiIHGiRCWYzSwH+AfQBWgAXmlmL0q1KRETkwIpMMAMdgSXu/o277wReAAaUck0iIiIHVJSCuS6wImY4MxwnIiJSZhx058o2s6uAq8LBLWb2VWnWEznDkr6GmsD65K7i4D838KFwUSOJiGEHZC1J/lwf/B+IJHymGxQ0IUrBvBI4Nma4XjguD3cfDYw+UEVJXmY2293bl3YdIlJy9LmOlih1Zc8CmppZIzOrCFwATCzlmkRERA6oyGwxu/tuM7seeBtIAZ509wWlXJaIiMgBFZlgBnD3N4E3S7sOKZR2I4gcevS5jhBz1wWsRUREoiJK+5hFRETKPAWz5GFmR5vZC2a21MzmmNmbZtbMzLaZ2TwzW2hmj5lZOTPrbmaT8s0/1szOK636RSQvMzvKzJ4zs2/Cz/RHZnZO+Pn9IfxcLzKzu8P2GWb2SL5lTDczHbV9gERqH7OULjMz4BVgnLtfEI5rAxwFLHX3dDMrD0wDzgY2lFqxIlKk8DP9KsFn+qJwXAOgP7AR+MDd+5nZ4cA8M3u99KqVHNpillg9gF3u/ljOCHf/HzFnZHP33cCHQJMDX56IFNNpwM58n+lv3f3vsY3c/SdgDvpcR4KCWWK1JPhwFsjMDgN6Al8ckIpEZH+cCMwtqpGZ1QA6AfqJagQomCVRx5nZPOC/wBvu/hZQ0CH9OtRfJILM7B9m9j8zmxWO6mpmnwFTgBHhuSP0uS5l2scssRYABR24tdTd0/ONywKOzDeuOkk/l7aIJGgBcG7OgLtfZ2Y1gdnhqA/cvV++efS5LmXaYpZY04BK4YVCADCz1uQ9h3msxUAdMzshbNsAaAPMS3ahIpKQaUCqmV0bM+6wIuaZBZxiZkcDhEdjVyLv1f8kibTFLLnc3c3sHGCUmd0BbAeWAzcX0H6HmV0CPGVmqcAu4Nfu/sOBqllEChZ+ps8GRprZ7cA64CfgjkLmWWNmNwFvmlk5YAtwobvvOSBFi878JSIiEiXqyhYREYkQBbOIiEiEKJhFREQiRMEsIiISIQpmERGRCFEwi4iIRIiCWUREJEIUzCIiIhHy/wE0+RryfzxcPgAAAABJRU5ErkJggg==\n", 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" ] }, "metadata": { "needs_background": "light" } } ] }, { "cell_type": "code", "metadata": { "colab": { "base_uri": "https://localhost:8080/", "height": 352 }, "id": "rrrUr_WHxOvG", "outputId": "260c8a84-b5a9-4309-ea34-3d62e319b07c" }, "source": [ "import numpy as np\n", "import matplotlib.pyplot as plt\n", "\n", "labels = ['GPU']\n", "data = [mean_time_gpu, onnx_mean_time_gpu, torchscript_mean_time_gpu]\n", "\n", "fig = plt.figure()\n", "ax = fig.add_axes([0,0,1,1])\n", "\n", "X = np.arange(1)\n", "ax.bar(X - 0.2, data[0], color = 'r', width = 0.2, label='PyTorch (without pipeline)')\n", "ax.bar(X, data[1], color = 'g', width = 0.2, label='ONNX Runtime')\n", "ax.bar(X + 0.2, data[2], color = 'b', width = 0.2, label='TorchScript')\n", "\n", "# axes and title\n", "x = np.arange(len(labels)) # the label locations\n", "ax.set_xticks(x)\n", "ax.set_xticklabels(labels)\n", "ax.set_ylabel('Latency (ms)')\n", "ax.set_title('Inference latency (GPU) in Google Colab')\n", "\n", "leg = ax.legend();" ], "execution_count": 58, "outputs": [ { "output_type": "display_data", "data": { "image/png": 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\n", 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" ] }, "metadata": { "needs_background": "light" } } ] }, { "cell_type": "markdown", "metadata": { "id": "8Emg1-pErnr2" }, "source": [ "- TorchScript does not help improve latency on GPU.\n", "- On GPU, it's better to use **ONNX Runtime**." ] }, { "cell_type": "markdown", "metadata": { "id": "jPbv62O7s2bE" }, "source": [ "# END" ] } ] }