{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "# The jupyter ecosystem & notebooks\n", "\n", "[Peer Herholz (he/him)](https://peerherholz.github.io/) \n", "Research affiliate - [NeuroDataScience lab](https://neurodatascience.github.io/) at [MNI](https://www.mcgill.ca/neuro/)/[McGill](https://www.mcgill.ca/) \n", "Member - [BIDS](https://bids-specification.readthedocs.io/en/stable/), [ReproNim](https://www.repronim.org/), [Brainhack](https://brainhack.org/), [Neuromod](https://www.cneuromod.ca/), [OHBM SEA-SIG](https://ohbm-environment.org/), [UNIQUE](https://sites.google.com/view/unique-neuro-ai) \n", "\n", "\"logo\" \"logo\"   @peerherholz \n", "\n" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "slide" } }, "source": [ "## Before we get started 1...\n", "
\n", "\n", "- most of what you’ll see within this lecture was prepared by Ross Markello, Michael Notter and Peer Herholz and further adapted by Peer Herholz \n", "- based on Tal Yarkoni's [\"Introduction to Python\" lecture at Neurohackademy 2019](https://neurohackademy.org/course/introduction-to-python-2/)\n", "- based on [IPython notebooks from J. R. Johansson](http://github.com/jrjohansson/scientific-python-lectures)\n", "- based on http://www.stavros.io/tutorials/python/ & http://www.swaroopch.com/notes/python\n", "- based on https://github.com/oesteban/biss2016 & https://github.com/jvns/pandas-cookbook\n" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "slide" } }, "source": [ "## Objectives 📍\n", "\n", "* get to know important differences between `GUI`s & `CLI`s\n", "* learn basic and efficient usage of the `jupyter ecosystem` & `notebooks`\n", " * what is `Jupyter` & how to utilize `jupyter notebooks`" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "slide" } }, "source": [ "## GUI vs. CLI - interacting with machines\n", "\n", "### You and your computer\n", "\n", "\"logo\" " ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "subslide" } }, "source": [ "### A little example\n", "\n", "
\"logo\"
\n", "\n", "
\n", "\n", "
https://media4.giphy.com/media/l0HlO3BJ8LALPW4sE/giphy.gif?cid=790b7611adeaee8e2d808ee2724b8b2b3e1ba419871a5616&rid=giphy.gif&ct=g
" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "subslide" } }, "source": [ "**We will dive right in!**\n", "\n", "Everyone gets 5 min to do the following: \n", "\n", "- create a `directory` structure (`folders`/`subfolders`) on your `desktop` \n", " `“addams_family/pugsley”` \n", " `“addams_family/gomez”` \n", " `“addams_family/fester”` \n", "- within each subfolder create `10 text files` called `“scooby_doo_[1-10].txt”`\n", "- move `text files` with `even numbers` to a new `folder` called `“the_new_yorker”` and add their origin `folder` to their name (e.g. `scooby_doo_2_pugsley.txt`) \n" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "subslide" } }, "source": [ "### The frustration\n", "\n", "
\"logo\"
\n", "\n", "
\n", "\n", "
https://media4.giphy.com/media/l0HlO3BJ8LALPW4sE/giphy.gif?cid=790b7611adeaee8e2d808ee2724b8b2b3e1ba419871a5616&rid=giphy.gif&ct=g
" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "subslide" } }, "source": [ "These tasks are anything but fun...now imagine you have to do this for hundreds of data samples/task/etc. … isn’t there a different way that is more feasible, faster, less prone to errors?\n", "\n", "Well, say no more!" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "subslide" } }, "source": [ "### Why programming?\n", "\n", "Instead of the above task, or basically any other task manually, we can utilize `programming languages`, like `bash` and `python` to automate them. Thus, making them faster, less prone to errors and ideally reproducible.\n", "\n", "\n", "\"logo\"\n", "\n" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "subslide" } }, "source": [ "
\"logo\"
\n", "\n", "

\n", "\n", "
https://media1.giphy.com/media/Ld77zD3fF3Run8olIt/giphy.gif?cid=790b7611826db01ca8100bee189bbd8783d44c1090a1ca75&rid=giphy.gif&ct=g
" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "subslide" } }, "source": [ "### Still not convinced?\n", "\n", "Here some other `GUI`-based nightmares...\n", "\n", "
\"logo\"
\n" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "subslide" } }, "source": [ "### `GUI`vs. `CLI` - I\n", "\n", "
\"logo\"
\n" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "subslide" } }, "source": [ "### `GUI`vs. `CLI` - II\n", "\n", "
\"logo\"
\n" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "subslide" } }, "source": [ "### Where to program? \n", "\n", "#### The shell\n", "\n", "
\"logo\"
\n" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "subslide" } }, "source": [ "#### Integrated development environment (IDEs)\n", "\n", "##### General IDE\n", "\n", "
\"logo\"
" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "subslide" } }, "source": [ "##### Language-specific IDE\n", "\n", "
\"logo\"
" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "slide" } }, "source": [ "## To Jupyter & beyond\n", "\n", "
\"logo\"
\n", "\n", "- a community of people\n", " \n", "- an ecosystem of open tools and standards for interactive computing\n", "\n", "- language-agnostic and modular\n", " \n", "- empower people to use other open tools\n" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "subslide" } }, "source": [ "## To Jupyter & beyond\n", "\n", "
\"logo\"
" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "subslide" } }, "source": [ "### Starting the notebook application/server\n", "\n", "1. Open a terminal\n", "2. Type `jupyter notebook`\n", "3. If you're not automatically directed to a `webpage` copy the `URL` printed in the terminal and paste it in your `browser`" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "slide" } }, "source": [ "## Files Tab\n", "\n", "The `files tab` provides an interactive view of the portion of the `filesystem` which is accessible by the `user`. This is typically rooted by the directory in which the notebook server was started.\n", "\n", "The top of the `files list` displays `clickable` breadcrumbs of the `current directory`. It is possible to navigate the `filesystem` by clicking on these `breadcrumbs` or on the `directories` displayed in the `notebook list`.\n", "\n", "A new `notebook` can be created by clicking on the `New dropdown button` at the top of the list, and selecting the desired `language kernel`.\n", "\n", "`Notebooks` can also be `uploaded` to the `current directory` by dragging a `notebook` file onto the list or by clicking the `Upload button` at the top of the list." ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "slide" } }, "source": [ "### The Notebook\n", "\n", "When a `notebook` is opened, a new `browser tab` will be created which presents the `notebook user interface (UI)`. This `UI` allows for `interactively editing` and `running` the `notebook document`.\n", "\n", "A new `notebook` can be created from the `dashboard` by clicking on the `Files tab`, followed by the `New dropdown button`, and then selecting the `language` of choice for the `notebook`.\n", "\n", "An `interactive tour` of the `notebook UI` can be started by selecting `Help` -> `User Interface Tour` from the `notebook menu bar`." ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "slide" } }, "source": [ "### Header\n", "\n", "At the top of the `notebook document` is a `header` which contains the `notebook title`, a `menubar`, and `toolbar`. This `header` remains `fixed` at the top of the screen, even as the `body` of the `notebook` is `scrolled`. The `title` can be edited `in-place` (which renames the `notebook file`), and the `menubar` and `toolbar` contain a variety of actions which control `notebook navigation` and `document structure`.\n", "\n", "\"logo\" " ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "slide" } }, "source": [ "### Body\n", "\n", "The `body` of a `notebook` is composed of `cells`. Each `cell` contains either `markdown`, `code input`, `code output`, or `raw text`. `Cells` can be included in any order and edited at-will, allowing for a large amount of flexibility for constructing a narrative.\n", "\n", "- `Markdown cells` - These are used to build a `nicely formatted narrative` around the `code` in the document. The majority of this lesson is composed of `markdown cells`.\n", "- to get a `markdown cell` you can either select the `cell` and use `esc` + `m` or via `Cell -> cell type -> markdown`\n", "\n", "\"logo\"" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "subslide" } }, "source": [ "- `Code cells` - These are used to define the `computational code` in the `document`. They come in `two forms`: \n", " - the `input cell` where the `user` types the `code` to be `executed`, \n", " - and the `output cell` which is the `representation` of the `executed code`. Depending on the `code`, this `representation` may be a `simple scalar value`, or something more complex like a `plot` or an `interactive widget`.\n", "- to get a `code cell` you can either select the `cell` and use `esc` + `y` or via `Cell -> cell type -> code`\n", "\n", " \n", "\"logo\"\n", " " ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "subslide" } }, "source": [ "- `Raw cells` - These are used when `text` needs to be included in `raw form`, without `execution` or `transformation`.\n", "\n", "\"logo\"\n", " " ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "slide" } }, "source": [ "### Modality\n", "\n", "The `notebook user interface` is `modal`. This means that the `keyboard` behaves `differently` depending upon the `current mode` of the `notebook`. A `notebook` has `two modes`: `edit` and `command`.\n", "\n", "`Edit mode` is indicated by a `green cell border` and a `prompt` showing in the `editor area`. When a `cell` is in `edit mode`, you can type into the `cell`, like a `normal text editor`.\n", "\n", "\"logo\" " ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "subslide" } }, "source": [ "`Command mode` is indicated by a `grey cell border`. When in `command mode`, the structure of the `notebook` can be modified as a whole, but the `text` in `individual cells` cannot be changed. Most importantly, the `keyboard` is `mapped` to a set of `shortcuts` for efficiently performing `notebook and cell actions`. For example, pressing `c` when in `command` mode, will `copy` the `current cell`; no modifier is needed.\n", "\n", "\"logo\" " ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "slide" } }, "source": [ "### Mouse navigation\n", "\n", "The `first concept` to understand in `mouse-based navigation` is that `cells` can be `selected by clicking on them`. The `currently selected cell` is indicated with a `grey` or `green border depending` on whether the `notebook` is in `edit or command mode`. Clicking inside a `cell`'s `editor area` will enter `edit mode`. Clicking on the `prompt` or the `output area` of a `cell` will enter `command mode`.\n", "\n", "The `second concept` to understand in `mouse-based navigation` is that `cell actions` usually apply to the `currently selected cell`. For example, to `run` the `code in a cell`, select it and then click the `Run button` in the `toolbar` or the `Cell` -> `Run` menu item. Similarly, to `copy` a `cell`, select it and then click the `copy selected cells button` in the `toolbar` or the `Edit` -> `Copy` menu item. With this simple pattern, it should be possible to perform nearly every `action` with the `mouse`.\n", "\n", "`Markdown cells` have one other `state` which can be `modified` with the `mouse`. These `cells` can either be `rendered` or `unrendered`. When they are `rendered`, a nice `formatted representation` of the `cell`'s `contents` will be presented. When they are `unrendered`, the `raw text source` of the `cell` will be presented. To `render` the `selected cell` with the `mouse`, click the `button` in the `toolbar` or the `Cell` -> `Run` menu item. To `unrender` the `selected cell`, `double click` on the `cell`." ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "slide" } }, "source": [ "### Keyboard Navigation\n", "\n", "The `modal user interface` of the `IPython Notebook` has been optimized for efficient `keyboard` usage. This is made possible by having `two different sets` of `keyboard shortcuts`: one set that is `active in edit mode` and another in `command mode`.\n", "\n", "The most important `keyboard shortcuts` are `Enter`, which enters `edit mode`, and `Esc`, which enters `command mode`.\n", "\n", "In `edit mode`, most of the `keyboard` is dedicated to `typing` into the `cell's editor`. Thus, in `edit mode` there are relatively `few shortcuts`. In `command mode`, the entire `keyboard` is available for `shortcuts`, so there are many more possibilities.\n", "\n", "The following images give an overview of the available `keyboard shortcuts`. These can viewed in the `notebook` at any time via the `Help` -> `Keyboard Shortcuts` menu item." ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "subslide" } }, "source": [ "\"logo\" " ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "subslide" } }, "source": [ "The following shortcuts have been found to be the most useful in day-to-day tasks:\n", "\n", "- Basic navigation: `enter`, `shift-enter`, `up/k`, `down/j`\n", "- Saving the `notebook`: `s`\n", "- `Cell types`: `y`, `m`, `1-6`, `r`\n", "- `Cell creation`: `a`, `b`\n", "- `Cell editing`: `x`, `c`, `v`, `d`, `z`, `ctrl+shift+-`\n", "- `Kernel operations`: `i`, `.`" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "slide" } }, "source": [ "### Markdown Cells\n", "\n", "`Text` can be added to `IPython Notebooks` using `Markdown cells`. `Markdown` is a popular `markup language` that is a `superset of HTML`. Its specification can be found here:\n", "\n", "http://daringfireball.net/projects/markdown/\n", "\n", "You can view the `source` of a `cell` by `double clicking` on it, or while the `cell` is selected in `command mode`, press `Enter` to edit it. Once a `cell` has been `edited`, use `Shift-Enter` to `re-render` it." ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "subslide" } }, "source": [ "### Markdown basics\n", "\n", "You can make text _italic_ or **bold**." ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "fragment" } }, "source": [ "You can build nested itemized or enumerated lists:\n", "\n", "* One\n", " - Sublist\n", " - This\n", " - Sublist\n", " - That\n", " - The other thing\n", "* Two\n", " - Sublist\n", "* Three\n", " - Sublist" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "subslide" } }, "source": [ "Now another list:\n", "\n", "1. Here we go\n", " 1. Sublist\n", " 2. Sublist\n", "2. There we go\n", "3. Now this" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "subslide" } }, "source": [ "You can add horizontal rules:\n", "\n", "---" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "subslide" } }, "source": [ "Here is a blockquote:\n", "\n", "> Beautiful is better than ugly.\n", "> Explicit is better than implicit.\n", "> Simple is better than complex.\n", "> Complex is better than complicated.\n", "> Flat is better than nested.\n", "> Sparse is better than dense.\n", "> Readability counts.\n", "> Special cases aren't special enough to break the rules.\n", "> Although practicality beats purity.\n", "> Errors should never pass silently.\n", "> Unless explicitly silenced.\n", "> In the face of ambiguity, refuse the temptation to guess.\n", "> There should be one-- and preferably only one --obvious way to do it.\n", "> Although that way may not be obvious at first unless you're Dutch.\n", "> Now is better than never.\n", "> Although never is often better than *right* now.\n", "> If the implementation is hard to explain, it's a bad idea.\n", "> If the implementation is easy to explain, it may be a good idea.\n", "> Namespaces are one honking great idea -- let's do more of those!" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "subslide" } }, "source": [ "You can add headings using Markdown's syntax:\n", "\n", "
\n",
    "# Heading 1\n",
    "\n",
    "# Heading 2\n",
    "\n",
    "## Heading 2.1\n",
    "\n",
    "## Heading 2.2\n",
    "
" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "subslide" } }, "source": [ "### Embedded code\n", "\n", "You can embed code meant for illustration instead of execution in Python:\n", "\n", " def f(x):\n", " \"\"\"a docstring\"\"\"\n", " return x**2\n", "\n", "or other languages:\n", "\n", " if (i=0; i\n", "```python\n", "print \"Hello World\"\n", "```\n", "\n", "```javascript\n", "console.log(\"Hello World\")\n", "```\n", "\n", "\n", "Gives \n", "```python\n", "print \"Hello World\"\n", "```\n", "\n", "```javascript\n", "console.log(\"Hello World\")\n", "```" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "subslide" } }, "source": [ "And a table like this : \n", "\n", "
\n",
    "| This | is   |\n",
    "|------|------|\n",
    "|   a  | table| \n",
    "
\n", "\n", "A nice HTML Table\n", "\n", "| This | is |\n", "|------|------|\n", "| a | table| " ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "subslide" } }, "source": [ "### General HTML\n", "\n", "Because `Markdown` is a `superset of HTML` you can even add things like `HTML tables`:\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "
Header 1Header 2
row 1, cell 1row 1, cell 2
row 2, cell 1row 2, cell 2
" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "subslide" } }, "source": [ "### Local files\n", "\n", "If you have `local files` in your `Notebook directory`, you can refer to these `files` in `Markdown cells` directly:\n", "\n", " [subdirectory/]" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "subslide" } }, "source": [ "For example, in the `data` directory, we have the `jupyter ecosystem` graphic:\n", "\n", " \n", "\n", "\n", "\n", "\n", "These do not `embed` the data into the `notebook file`, and require that the `files` exist when you are viewing the `notebook`." ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "subslide" } }, "source": [ "### Security of local files\n", "\n", "Note that this means that the `IPython notebook server` also acts as a `generic file server` for `files` inside the same `tree` as your `notebooks`. Access is not granted outside the `notebook` folder so you have strict control over what `files` are `visible`, but for this reason **it is highly recommended that you do not run the notebook server with a notebook directory at a high level in your filesystem (e.g. your home directory)**.\n", "\n", "When you run the `notebook` in a `password-protected` manner, `local file` access is `restricted` to `authenticated users` unless `read-only views` are active." ] }, { "attachments": { "jupyter_ecosystem.png": { "image/png": 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" } }, "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "subslide" } }, "source": [ "### Markdown attachments\n", "\n", "Since `Jupyter notebook version 5.0`, in addition to `referencing external files` you can `attach a file` to a `markdown cell`. To do so `drag` the `file` from e.g. the `browser` or local `storage` in a `markdown cell` while `editing` it:\n", "\n", "`![jupyter_ecosystem.png](attachment:jupyter_ecosystem.png)`\n", "\n", "\n", "![jupyter_ecosystem.png](attachment:jupyter_ecosystem.png)" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "subslide" } }, "source": [ "`Files` are stored in `cell metadata` and will be `automatically scrubbed` at `save-time` if not `referenced`. You can recognize `attached images` from other `files` by their `url` that starts with `attachment`. For the `image` above:\n", "\n", " ![jupyter_ecosystem.png](attachment:jupyter_ecosystem.png)\n", "\n", "Keep in mind that `attached files` will `increase the size` of your `notebook`.\n", "\n", "You can manually edit the `attachement` by using the `View` > `Cell Toolbar` > `Attachment` menu, but you should not need to." ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "slide" } }, "source": [ "### Code cells\n", "\n", "When executing code in `IPython`, all valid `Python syntax` works as-is, but `IPython` provides a number of `features` designed to make the `interactive experience` more `fluid` and `efficient`. First, we need to explain how to run `cells`. Try to run the `cell` below!" ] }, { "cell_type": "code", "execution_count": 1, "metadata": { "slideshow": { "slide_type": "fragment" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Hi! This is a cell. Click on it and press the ▶ button above to run it\n" ] } ], "source": [ "import pandas as pd\n", "\n", "print(\"Hi! This is a cell. Click on it and press the ▶ button above to run it\")" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "fragment" } }, "source": [ "You can also run a cell with `Ctrl+Enter` or `Shift+Enter`. Experiment a bit with that." ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "slide" } }, "source": [ "### Tab Completion\n", "\n", "One of the most useful things about `Jupyter Notebook` is its tab completion.\n", "\n", "Try this: click just after `read_csv`( in the cell below and press `Shift+Tab` 4 times, slowly. Note that if you're using `JupyterLab` you don't have an additional help box option." ] }, { "cell_type": "code", "execution_count": null, "metadata": { "slideshow": { "slide_type": "fragment" } }, "outputs": [], "source": [ "pd.read_csv(" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "subslide" } }, "source": [ "After the first time, you should see this:\n", "\n", "
\"logo\"
" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "subslide" } }, "source": [ "After the second time:\n", "\n", "
\"logo\"
" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "subslide" } }, "source": [ "After the fourth time, a big help box should pop up at the bottom of the screen, with the full documentation for the `read_csv` function:\n", "\n", "
\"logo\"
\n", "\n", "This is amazingly useful. You can think of this as \"the more confused I am, the more times I should press `Shift+Tab`\"." ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "subslide" } }, "source": [ "Okay, let's try `tab completion` for `function names`!" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "slideshow": { "slide_type": "fragment" } }, "outputs": [], "source": [ "pd.r" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "subslide" } }, "source": [ "You should see this:\n", "\n", "
\"logo\"
" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "subslide" } }, "source": [ "## Get Help\n", "\n", "There's an additional way on how you can reach the help box shown above after the fourth `Shift+Tab` press. Instead, you can also use `obj`? or `obj`?? to get help or more help for an object." ] }, { "cell_type": "code", "execution_count": 2, "metadata": { "slideshow": { "slide_type": "fragment" } }, "outputs": [], "source": [ "pd.read_csv?" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "subslide" } }, "source": [ "## Writing code\n", "\n", "Writing code in a `notebook` is pretty normal." ] }, { "cell_type": "code", "execution_count": 3, "metadata": { "slideshow": { "slide_type": "fragment" } }, "outputs": [], "source": [ "def print_10_nums():\n", " for i in range(10):\n", " print(i)" ] }, { "cell_type": "code", "execution_count": 4, "metadata": { "slideshow": { "slide_type": "fragment" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "0\n", "1\n", "2\n", "3\n", "4\n", "5\n", "6\n", "7\n", "8\n", "9\n" ] } ], "source": [ "print_10_nums()" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "subslide" } }, "source": [ "If you messed something up and want to revert to an older version of a code in a cell, use `Ctrl+Z` or to go than back `Ctrl+Y`.\n", "\n", "For a full list of all keyboard shortcuts, click on the small `keyboard icon` in the `notebook header` or click on `Help` > `Keyboard Shortcuts`." ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "subslide" } }, "source": [ "### The interactive workflow: input, output, history\n", "\n", "`Notebooks` provide various options for `inputs` and `outputs`, while also allowing to access the `history` of `run commands`." ] }, { "cell_type": "code", "execution_count": 5, "metadata": { "slideshow": { "slide_type": "fragment" } }, "outputs": [ { "data": { "text/plain": [ "12" ] }, "execution_count": 5, "metadata": {}, "output_type": "execute_result" } ], "source": [ "2+10" ] }, { "cell_type": "code", "execution_count": 6, "metadata": { "slideshow": { "slide_type": "fragment" } }, "outputs": [ { "data": { "text/plain": [ "22" ] }, "execution_count": 6, "metadata": {}, "output_type": "execute_result" } ], "source": [ "_+10\n" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "subslide" } }, "source": [ "You can suppress the `storage` and `rendering` of `output` if you append `;` to the last `cell` (this comes in handy when plotting with `matplotlib`, for example):" ] }, { "cell_type": "code", "execution_count": 7, "metadata": { "slideshow": { "slide_type": "fragment" } }, "outputs": [], "source": [ "10+20;" ] }, { "cell_type": "code", "execution_count": 8, "metadata": { "slideshow": { "slide_type": "fragment" } }, "outputs": [ { "data": { "text/plain": [ "22" ] }, "execution_count": 8, "metadata": {}, "output_type": "execute_result" } ], "source": [ "_\n" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "subslide" } }, "source": [ "The `output` is stored in `_N` and `Out[N]` variables:" ] }, { "cell_type": "code", "execution_count": 9, "metadata": { "slideshow": { "slide_type": "fragment" } }, "outputs": [ { "data": { "text/plain": [ "True" ] }, "execution_count": 9, "metadata": {}, "output_type": "execute_result" } ], "source": [ "_8 == Out[8]" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "subslide" } }, "source": [ "Previous inputs are available, too:" ] }, { "cell_type": "code", "execution_count": 10, "metadata": { "slideshow": { "slide_type": "fragment" } }, "outputs": [ { "data": { "text/plain": [ "'_8 == Out[8]'" ] }, "execution_count": 10, "metadata": {}, "output_type": "execute_result" } ], "source": [ "In[9]" ] }, { "cell_type": "code", "execution_count": 11, "metadata": { "slideshow": { "slide_type": "fragment" } }, "outputs": [ { "data": { "text/plain": [ "'In[9]'" ] }, "execution_count": 11, "metadata": {}, "output_type": "execute_result" } ], "source": [ "_i" ] }, { "cell_type": "code", "execution_count": 12, "metadata": { "slideshow": { "slide_type": "fragment" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ " 1:\n", "import pandas as pd\n", "\n", "print(\"Hi! This is a cell. Click on it and press the ▶ button above to run it\")\n", " 2: pd.read_csv?\n", " 3:\n", "def print_10_nums():\n", " for i in range(10):\n", " print(i)\n", " 4: print_10_nums()\n", " 5: 2+10\n" ] } ], "source": [ "%history -n 1-5" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "subslide" } }, "source": [ "### Accessing the underlying operating system\n", "\n", "Through `notebooks` you can also access the underlying `operating system` and `communicate` with it as you would do in e.g. a `terminal` via `bash`:" ] }, { "cell_type": "code", "execution_count": 1, "metadata": { "slideshow": { "slide_type": "fragment" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "/Users/peerherholz/google_drive/GitHub/brainhack_marburg_showcases/notebooks\r\n" ] } ], "source": [ "!pwd" ] }, { "cell_type": "code", "execution_count": 2, "metadata": { "slideshow": { "slide_type": "subslide" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "My current directory's files:\n", "['data', 'intro_jupyter.ipynb', 'intro_python.ipynb']\n" ] } ], "source": [ "files = !ls\n", "print(\"My current directory's files:\")\n", "print(files)" ] }, { "cell_type": "code", "execution_count": 3, "metadata": { "slideshow": { "slide_type": "subslide" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "[data, intro_jupyter.ipynb, intro_python.ipynb]\r\n" ] } ], "source": [ "!echo $files" ] }, { "cell_type": "code", "execution_count": 4, "metadata": { "slideshow": { "slide_type": "subslide" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "DATA\r\n" ] } ], "source": [ "!echo {files[0].upper()}" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "slide" } }, "source": [ "### Magic functions\n", "\n", "`IPython` has all kinds of `magic functions`. `Magic functions` are prefixed by `%` or `%%,` and typically take their `arguments` without `parentheses`, `quotes` or even `commas` for convenience. `Line magics` take a single `%` and `cell magics` are prefixed with two `%%`." ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "subslide" } }, "source": [ "Some useful magic functions are:\n", "\n", "Magic Name | Effect\n", "---------- | -------------------------------------------------------------\n", "%env | Get, set, or list environment variables\n", "%pdb | Control the automatic calling of the pdb interactive debugger\n", "%pylab | Load numpy and matplotlib to work interactively\n", "%%debug | Activates debugging mode in cell\n", "%%html | Render the cell as a block of HTML\n", "%%latex | Render the cell as a block of latex\n", "%%sh | %%sh script magic\n", "%%time | Time execution of a Python statement or expression\n", "\n", "You can run `%magic` to get a list of `magic functions` or `%quickref` for a reference sheet." ] }, { "cell_type": "code", "execution_count": 17, "metadata": { "slideshow": { "slide_type": "subslide" } }, "outputs": [], "source": [ "%magic" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "subslide" } }, "source": [ "`Line` vs `cell magics`:" ] }, { "cell_type": "code", "execution_count": 18, "metadata": { "slideshow": { "slide_type": "fragment" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "11.6 µs ± 247 ns per loop (mean ± std. dev. of 7 runs, 100000 loops each)\n" ] } ], "source": [ "%timeit list(range(1000))" ] }, { "cell_type": "code", "execution_count": 19, "metadata": { "slideshow": { "slide_type": "fragment" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "1.22 µs ± 9.79 ns per loop (mean ± std. dev. of 7 runs, 1000000 loops each)\n" ] } ], "source": [ "%%timeit\n", "list(range(10))\n", "list(range(100))" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "subslide" } }, "source": [ "`Line magics` can be used even inside `code blocks`:" ] }, { "cell_type": "code", "execution_count": 20, "metadata": { "slideshow": { "slide_type": "fragment" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "size: 100 852 ns ± 23.2 ns per loop (mean ± std. dev. of 7 runs, 1000000 loops each)\n", "size: 200 1.27 µs ± 54.3 ns per loop (mean ± std. dev. of 7 runs, 1000000 loops each)\n", "size: 300 2.05 µs ± 50.4 ns per loop (mean ± std. dev. of 7 runs, 100000 loops each)\n", "size: 400 3.37 µs ± 42.7 ns per loop (mean ± std. dev. of 7 runs, 100000 loops each)\n" ] } ], "source": [ "for i in range(1, 5):\n", " size = i*100\n", " print('size:', size, end=' ')\n", " %timeit list(range(size))" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "subslide" } }, "source": [ "`Magics` can do anything they want with their input, so it doesn't have to be valid `Python`:" ] }, { "cell_type": "code", "execution_count": 21, "metadata": { "slideshow": { "slide_type": "fragment" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "My shell is: /bin/bash\n", "My disk usage is:\n", "Filesystem Size Used Avail Capacity iused ifree %iused Mounted on\n", "/dev/disk1s1 466Gi 10Gi 50Gi 18% 488411 4881964469 0% /\n", "devfs 200Ki 200Ki 0Bi 100% 705 0 100% /dev\n", "/dev/disk1s2 466Gi 394Gi 50Gi 89% 4642743 4877810137 0% /System/Volumes/Data\n", "/dev/disk1s5 466Gi 11Gi 50Gi 19% 11 4882452869 0% /private/var/vm\n", "map auto_home 0Bi 0Bi 0Bi 100% 0 0 100% /System/Volumes/Data/home\n" ] } ], "source": [ "%%bash\n", "echo \"My shell is:\" $SHELL\n", "echo \"My disk usage is:\"\n", "df -h" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "subslide" } }, "source": [ "Another interesting `cell magic`: create any `file` you want `locally` from the `notebook`:" ] }, { "cell_type": "code", "execution_count": 22, "metadata": { "slideshow": { "slide_type": "fragment" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Writing test.txt\n" ] } ], "source": [ "%%writefile test.txt\n", "This is a test file!\n", "It can contain anything I want...\n", "\n", "And more..." ] }, { "cell_type": "code", "execution_count": 23, "metadata": { "slideshow": { "slide_type": "fragment" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "This is a test file!\r\n", "It can contain anything I want...\r\n", "\r\n", "And more...\r\n" ] } ], "source": [ "!cat test.txt" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "subslide" } }, "source": [ "Let's see what other `magics` are currently defined in the `system`:" ] }, { "cell_type": "code", "execution_count": 24, "metadata": { "slideshow": { "slide_type": "fragment" } }, "outputs": [ { "data": { "application/json": { "cell": { "!": "OSMagics", "HTML": "Other", "SVG": "Other", "bash": "Other", "capture": "ExecutionMagics", "debug": "ExecutionMagics", "file": "Other", "html": "DisplayMagics", "javascript": "DisplayMagics", "js": "DisplayMagics", "latex": "DisplayMagics", "markdown": "DisplayMagics", "perl": "Other", "prun": "ExecutionMagics", "pypy": "Other", "python": "Other", "python2": "Other", "python3": "Other", "ruby": "Other", "script": "ScriptMagics", "sh": "Other", "svg": "DisplayMagics", "sx": "OSMagics", "system": "OSMagics", "time": "ExecutionMagics", "timeit": "ExecutionMagics", "writefile": "OSMagics" }, "line": { "alias": "OSMagics", "alias_magic": "BasicMagics", "autoawait": "AsyncMagics", "autocall": "AutoMagics", "automagic": "AutoMagics", "autosave": "KernelMagics", "bookmark": "OSMagics", "cat": "Other", "cd": "OSMagics", "clear": "KernelMagics", "colors": "BasicMagics", "conda": "PackagingMagics", "config": "ConfigMagics", "connect_info": "KernelMagics", "cp": "Other", "debug": "ExecutionMagics", "dhist": "OSMagics", "dirs": "OSMagics", "doctest_mode": "BasicMagics", "ed": "Other", "edit": "KernelMagics", "env": "OSMagics", "gui": "BasicMagics", "hist": "Other", "history": "HistoryMagics", "killbgscripts": "ScriptMagics", "ldir": "Other", "less": "KernelMagics", "lf": "Other", "lk": "Other", "ll": "Other", "load": "CodeMagics", "load_ext": "ExtensionMagics", "loadpy": "CodeMagics", "logoff": "LoggingMagics", "logon": "LoggingMagics", "logstart": "LoggingMagics", "logstate": "LoggingMagics", "logstop": "LoggingMagics", "ls": "Other", "lsmagic": "BasicMagics", "lx": "Other", "macro": "ExecutionMagics", "magic": "BasicMagics", "man": "KernelMagics", "matplotlib": "PylabMagics", "mkdir": "Other", "more": "KernelMagics", "mv": "Other", "notebook": "BasicMagics", "page": "BasicMagics", "pastebin": "CodeMagics", "pdb": "ExecutionMagics", "pdef": "NamespaceMagics", "pdoc": "NamespaceMagics", "pfile": "NamespaceMagics", "pinfo": "NamespaceMagics", "pinfo2": "NamespaceMagics", "pip": "PackagingMagics", "popd": "OSMagics", "pprint": "BasicMagics", "precision": "BasicMagics", "prun": "ExecutionMagics", "psearch": "NamespaceMagics", "psource": "NamespaceMagics", "pushd": "OSMagics", "pwd": "OSMagics", "pycat": "OSMagics", "pylab": "PylabMagics", "qtconsole": "KernelMagics", "quickref": "BasicMagics", "recall": "HistoryMagics", "rehashx": "OSMagics", "reload_ext": "ExtensionMagics", "rep": "Other", "rerun": "HistoryMagics", "reset": "NamespaceMagics", "reset_selective": "NamespaceMagics", "rm": "Other", "rmdir": "Other", "run": "ExecutionMagics", "save": "CodeMagics", "sc": "OSMagics", "set_env": "OSMagics", "store": "StoreMagics", "sx": "OSMagics", "system": "OSMagics", "tb": "ExecutionMagics", "time": "ExecutionMagics", "timeit": "ExecutionMagics", "unalias": "OSMagics", "unload_ext": "ExtensionMagics", "who": "NamespaceMagics", "who_ls": "NamespaceMagics", "whos": "NamespaceMagics", "xdel": "NamespaceMagics", "xmode": "BasicMagics" } }, "text/plain": [ "Available line magics:\n", "%alias %alias_magic %autoawait %autocall %automagic %autosave %bookmark %cat %cd %clear %colors %conda %config %connect_info %cp %debug %dhist %dirs %doctest_mode %ed %edit %env %gui %hist %history %killbgscripts %ldir %less %lf %lk %ll %load %load_ext %loadpy %logoff %logon %logstart %logstate %logstop %ls %lsmagic %lx %macro %magic %man %matplotlib %mkdir %more %mv %notebook %page %pastebin %pdb %pdef %pdoc %pfile %pinfo %pinfo2 %pip %popd %pprint %precision %prun %psearch %psource %pushd %pwd %pycat %pylab %qtconsole %quickref %recall %rehashx %reload_ext %rep %rerun %reset %reset_selective %rm %rmdir %run %save %sc %set_env %store %sx %system %tb %time %timeit %unalias %unload_ext %who %who_ls %whos %xdel %xmode\n", "\n", "Available cell magics:\n", "%%! %%HTML %%SVG %%bash %%capture %%debug %%file %%html %%javascript %%js %%latex %%markdown %%perl %%prun %%pypy %%python %%python2 %%python3 %%ruby %%script %%sh %%svg %%sx %%system %%time %%timeit %%writefile\n", "\n", "Automagic is ON, % prefix IS NOT needed for line magics." ] }, "execution_count": 24, "metadata": {}, "output_type": "execute_result" } ], "source": [ "%lsmagic" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "subslide" } }, "source": [ "## Writing latex \n", "\n", "Let's use `%%latex` to render a block of `latex`:" ] }, { "cell_type": "code", "execution_count": 25, "metadata": { "slideshow": { "slide_type": "fragment" } }, "outputs": [ { "data": { "text/latex": [ "$$F(k) = \\int_{-\\infty}^{\\infty} f(x) e^{2\\pi i k} \\mathrm{d} x$$\n" ], "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "%%latex\n", "$$F(k) = \\int_{-\\infty}^{\\infty} f(x) e^{2\\pi i k} \\mathrm{d} x$$" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "slide" } }, "source": [ "### Running normal Python code: execution and errors\n", "\n", "Not only can you input normal `Python code`, you can even paste straight from a `Python` or `IPython shell session`:" ] }, { "cell_type": "code", "execution_count": 26, "metadata": { "slideshow": { "slide_type": "fragment" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "1\n", "1\n", "2\n", "3\n", "5\n", "8\n" ] } ], "source": [ ">>> # Fibonacci series:\n", "... # the sum of two elements defines the next\n", "... a, b = 0, 1\n", ">>> while b < 10:\n", "... print(b)\n", "... a, b = b, a+b" ] }, { "cell_type": "code", "execution_count": 27, "metadata": { "slideshow": { "slide_type": "subslide" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "0 1 2 3 4 5 6 7 8 9 " ] } ], "source": [ "In [1]: for i in range(10):\n", " ...: print(i, end=' ')\n", " ...: " ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "subslide" } }, "source": [ "And when your code produces errors, you can control how they are displayed with the `%xmode` magic:" ] }, { "cell_type": "code", "execution_count": 6, "metadata": { "slideshow": { "slide_type": "fragment" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Writing mod.py\n" ] } ], "source": [ "%%writefile mod.py\n", "\n", "def f(x):\n", " return 1.0/(x-1)\n", "\n", "def g(y):\n", " return f(y+1)" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "subslide" } }, "source": [ "Now let's call the function `g` with an argument that would produce an error:" ] }, { "cell_type": "code", "execution_count": 7, "metadata": { "slideshow": { "slide_type": "fragment" } }, "outputs": [ { "ename": "ZeroDivisionError", "evalue": "float division by zero", "output_type": "error", "traceback": [ "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m", "\u001b[0;31mZeroDivisionError\u001b[0m Traceback (most recent call last)", "Cell \u001b[0;32mIn [7], line 2\u001b[0m\n\u001b[1;32m 1\u001b[0m \u001b[38;5;28;01mimport\u001b[39;00m \u001b[38;5;21;01mmod\u001b[39;00m\n\u001b[0;32m----> 2\u001b[0m \u001b[43mmod\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mg\u001b[49m\u001b[43m(\u001b[49m\u001b[38;5;241;43m0\u001b[39;49m\u001b[43m)\u001b[49m\n", "File \u001b[0;32m~/google_drive/GitHub/brainhack_marburg_showcases/notebooks/mod.py:6\u001b[0m, in \u001b[0;36mg\u001b[0;34m(y)\u001b[0m\n\u001b[1;32m 5\u001b[0m \u001b[38;5;28;01mdef\u001b[39;00m \u001b[38;5;21mg\u001b[39m(y):\n\u001b[0;32m----> 6\u001b[0m \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[43mf\u001b[49m\u001b[43m(\u001b[49m\u001b[43my\u001b[49m\u001b[38;5;241;43m+\u001b[39;49m\u001b[38;5;241;43m1\u001b[39;49m\u001b[43m)\u001b[49m\n", "File \u001b[0;32m~/google_drive/GitHub/brainhack_marburg_showcases/notebooks/mod.py:3\u001b[0m, in \u001b[0;36mf\u001b[0;34m(x)\u001b[0m\n\u001b[1;32m 2\u001b[0m \u001b[38;5;28;01mdef\u001b[39;00m \u001b[38;5;21mf\u001b[39m(x):\n\u001b[0;32m----> 3\u001b[0m \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[38;5;241;43m1.0\u001b[39;49m\u001b[38;5;241;43m/\u001b[39;49m\u001b[43m(\u001b[49m\u001b[43mx\u001b[49m\u001b[38;5;241;43m-\u001b[39;49m\u001b[38;5;241;43m1\u001b[39;49m\u001b[43m)\u001b[49m\n", "\u001b[0;31mZeroDivisionError\u001b[0m: float division by zero" ] } ], "source": [ "import mod\n", "mod.g(0)" ] }, { "cell_type": "code", "execution_count": 8, "metadata": { "slideshow": { "slide_type": "subslide" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Exception reporting mode: Plain\n" ] }, { "ename": "ZeroDivisionError", "evalue": "float division by zero", "output_type": "error", "traceback": [ "Traceback \u001b[0;36m(most recent call last)\u001b[0m:\n", "\u001b[0m Cell \u001b[1;32mIn [8], line 2\u001b[0m\n mod.g(0)\u001b[0m\n", "\u001b[0m File \u001b[1;32m~/google_drive/GitHub/brainhack_marburg_showcases/notebooks/mod.py:6\u001b[0m in \u001b[1;35mg\u001b[0m\n return f(y+1)\u001b[0m\n", "\u001b[0;36m File \u001b[0;32m~/google_drive/GitHub/brainhack_marburg_showcases/notebooks/mod.py:3\u001b[0;36m in \u001b[0;35mf\u001b[0;36m\n\u001b[0;31m return 1.0/(x-1)\u001b[0;36m\n", "\u001b[0;31mZeroDivisionError\u001b[0m\u001b[0;31m:\u001b[0m float division by zero\n" ] } ], "source": [ "%xmode plain\n", "mod.g(0)" ] }, { "cell_type": "code", "execution_count": 9, "metadata": { "slideshow": { "slide_type": "subslide" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Exception reporting mode: Verbose\n" ] }, { "ename": "ZeroDivisionError", "evalue": "float division by zero", "output_type": "error", "traceback": [ "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m", "\u001b[0;31mZeroDivisionError\u001b[0m Traceback (most recent call last)", "Cell \u001b[0;32mIn [9], line 2\u001b[0m\n\u001b[1;32m 1\u001b[0m get_ipython()\u001b[38;5;241m.\u001b[39mrun_line_magic(\u001b[38;5;124m'\u001b[39m\u001b[38;5;124mxmode\u001b[39m\u001b[38;5;124m'\u001b[39m, \u001b[38;5;124m'\u001b[39m\u001b[38;5;124mverbose\u001b[39m\u001b[38;5;124m'\u001b[39m)\n\u001b[0;32m----> 2\u001b[0m \u001b[43mmod\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mg\u001b[49m\u001b[43m(\u001b[49m\u001b[38;5;241;43m0\u001b[39;49m\u001b[43m)\u001b[49m\n", "File \u001b[0;32m~/google_drive/GitHub/brainhack_marburg_showcases/notebooks/mod.py:6\u001b[0m, in \u001b[0;36mg\u001b[0;34m(y=0)\u001b[0m\n\u001b[1;32m 5\u001b[0m \u001b[38;5;28;01mdef\u001b[39;00m \u001b[38;5;21mg\u001b[39m(y):\n\u001b[0;32m----> 6\u001b[0m \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[43mf\u001b[49m\u001b[43m(\u001b[49m\u001b[43my\u001b[49m\u001b[38;5;241;43m+\u001b[39;49m\u001b[38;5;241;43m1\u001b[39;49m\u001b[43m)\u001b[49m\n y+1 \u001b[0;34m= 1\u001b[0m\u001b[0;34m\n \u001b[0my \u001b[0;34m= 0\u001b[0m\n", "File \u001b[0;32m~/google_drive/GitHub/brainhack_marburg_showcases/notebooks/mod.py:3\u001b[0m, in \u001b[0;36mf\u001b[0;34m(x=1)\u001b[0m\n\u001b[1;32m 2\u001b[0m \u001b[38;5;28;01mdef\u001b[39;00m \u001b[38;5;21mf\u001b[39m(x):\n\u001b[0;32m----> 3\u001b[0m \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[38;5;241;43m1.0\u001b[39;49m\u001b[38;5;241;43m/\u001b[39;49m\u001b[43m(\u001b[49m\u001b[43mx\u001b[49m\u001b[38;5;241;43m-\u001b[39;49m\u001b[38;5;241;43m1\u001b[39;49m\u001b[43m)\u001b[49m\n x-1 \u001b[0;34m= 0\u001b[0m\u001b[0;34m\n \u001b[0mx \u001b[0;34m= 1\u001b[0m\n", "\u001b[0;31mZeroDivisionError\u001b[0m: float division by zero" ] } ], "source": [ "%xmode verbose\n", "mod.g(0)" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "subslide" } }, "source": [ "The default `%xmode` is \"context\", which shows additional context but not all local variables. Let's restore that one for the rest of our session." ] }, { "cell_type": "code", "execution_count": 33, "metadata": { "slideshow": { "slide_type": "fragment" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Exception reporting mode: Context\n" ] } ], "source": [ "%xmode context" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "slide" } }, "source": [ "## Running code in other languages with special `%%` magics" ] }, { "cell_type": "code", "execution_count": 34, "metadata": { "slideshow": { "slide_type": "fragment" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "July" ] } ], "source": [ "%%perl\n", "@months = (\"July\", \"August\", \"September\");\n", "print $months[0];" ] }, { "cell_type": "code", "execution_count": 35, "metadata": { "slideshow": { "slide_type": "fragment" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Hello World!\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "/System/Library/Frameworks/Ruby.framework/Versions/2.6/usr/lib/ruby/2.6.0/universal-darwin19/rbconfig.rb:229: warning: Insecure world writable dir /Users/peerherholz in PATH, mode 040707\n" ] } ], "source": [ "%%ruby\n", "name = \"world\"\n", "puts \"Hello #{name.capitalize}!\"" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "slide" } }, "source": [ "### Raw Input in the notebook\n", "\n", "Since `1.0` the `IPython notebook web application` supports `raw_input` which for example allow us to invoke the `%debug` `magic` in the `notebook`:" ] }, { "cell_type": "code", "execution_count": 10, "metadata": { "slideshow": { "slide_type": "fragment" } }, "outputs": [ { "ename": "ZeroDivisionError", "evalue": "float division by zero", "output_type": "error", "traceback": [ "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m", "\u001b[0;31mZeroDivisionError\u001b[0m Traceback (most recent call last)", "Cell \u001b[0;32mIn [10], line 1\u001b[0m\n\u001b[0;32m----> 1\u001b[0m \u001b[43mmod\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mg\u001b[49m\u001b[43m(\u001b[49m\u001b[38;5;241;43m0\u001b[39;49m\u001b[43m)\u001b[49m\n", "File \u001b[0;32m~/google_drive/GitHub/brainhack_marburg_showcases/notebooks/mod.py:6\u001b[0m, in \u001b[0;36mg\u001b[0;34m(y=0)\u001b[0m\n\u001b[1;32m 5\u001b[0m \u001b[38;5;28;01mdef\u001b[39;00m \u001b[38;5;21mg\u001b[39m(y):\n\u001b[0;32m----> 6\u001b[0m \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[43mf\u001b[49m\u001b[43m(\u001b[49m\u001b[43my\u001b[49m\u001b[38;5;241;43m+\u001b[39;49m\u001b[38;5;241;43m1\u001b[39;49m\u001b[43m)\u001b[49m\n y+1 \u001b[0;34m= 1\u001b[0m\u001b[0;34m\n \u001b[0my \u001b[0;34m= 0\u001b[0m\n", "File \u001b[0;32m~/google_drive/GitHub/brainhack_marburg_showcases/notebooks/mod.py:3\u001b[0m, in \u001b[0;36mf\u001b[0;34m(x=1)\u001b[0m\n\u001b[1;32m 2\u001b[0m \u001b[38;5;28;01mdef\u001b[39;00m \u001b[38;5;21mf\u001b[39m(x):\n\u001b[0;32m----> 3\u001b[0m \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[38;5;241;43m1.0\u001b[39;49m\u001b[38;5;241;43m/\u001b[39;49m\u001b[43m(\u001b[49m\u001b[43mx\u001b[49m\u001b[38;5;241;43m-\u001b[39;49m\u001b[38;5;241;43m1\u001b[39;49m\u001b[43m)\u001b[49m\n x-1 \u001b[0;34m= 0\u001b[0m\u001b[0;34m\n \u001b[0mx \u001b[0;34m= 1\u001b[0m\n", "\u001b[0;31mZeroDivisionError\u001b[0m: float division by zero" ] } ], "source": [ "mod.g(0)" ] }, { "cell_type": "code", "execution_count": 11, "metadata": { "slideshow": { "slide_type": "subslide" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "> \u001b[0;32m/Users/peerherholz/google_drive/GitHub/brainhack_marburg_showcases/notebooks/mod.py\u001b[0m(3)\u001b[0;36mf\u001b[0;34m()\u001b[0m\n", "\u001b[0;32m 1 \u001b[0;31m\u001b[0;34m\u001b[0m\u001b[0m\n", "\u001b[0m\u001b[0;32m 2 \u001b[0;31m\u001b[0;32mdef\u001b[0m \u001b[0mf\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mx\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n", "\u001b[0m\u001b[0;32m----> 3 \u001b[0;31m \u001b[0;32mreturn\u001b[0m \u001b[0;36m1.0\u001b[0m\u001b[0;34m/\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mx\u001b[0m\u001b[0;34m-\u001b[0m\u001b[0;36m1\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n", "\u001b[0m\u001b[0;32m 4 \u001b[0;31m\u001b[0;34m\u001b[0m\u001b[0m\n", "\u001b[0m\u001b[0;32m 5 \u001b[0;31m\u001b[0;32mdef\u001b[0m \u001b[0mg\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0my\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n", "\u001b[0m\n", "ipdb> exit()\n" ] } ], "source": [ "%debug" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "subslide" } }, "source": [ "Don't forget to exit your `debugging session`. `Raw input` can of course be used to ask for `user input`:" ] }, { "cell_type": "code", "execution_count": 38, "metadata": { "slideshow": { "slide_type": "fragment" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Are you enjoying this tutorial? only the snacks\n", "enjoy is: only the snacks\n" ] } ], "source": [ "enjoy = input('Are you enjoying this tutorial? ')\n", "print('enjoy is:', enjoy)" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "slide" } }, "source": [ "### Plotting in the notebook\n", "\n", "`Notebooks` support a variety of fantastic `plotting options`, including `static` and `interactive` graphics. This `magic` configures `matplotlib` to `render` its `figures` `inline`:" ] }, { "cell_type": "code", "execution_count": 3, "metadata": { "slideshow": { "slide_type": "fragment" } }, "outputs": [], "source": [ "%matplotlib inline" ] }, { "cell_type": "code", "execution_count": 2, "metadata": { "slideshow": { "slide_type": "subslide" } }, "outputs": [], "source": [ "import numpy as np\n", "import matplotlib.pyplot as plt" ] }, { "cell_type": "code", "execution_count": 41, "metadata": { "slideshow": { "slide_type": "fragment" } }, "outputs": [ { "data": { "image/png": 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "import numpy as np\n", "import plotly.figure_factory as ff\n", "\n", "# Add histogram data\n", "x1 = np.random.randn(200) - 2\n", "x2 = np.random.randn(200)\n", "x3 = np.random.randn(200) + 2\n", "x4 = np.random.randn(200) + 4\n", "\n", "# Group data together\n", "hist_data = [x1, x2, x3, x4]\n", "\n", "group_labels = ['Group 1', 'Group 2', 'Group 3', 'Group 4']\n", "\n", "# Create distplot with custom bin_size\n", "fig = ff.create_distplot(hist_data, group_labels, bin_size=.2)\n", "fig.show()" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "subslide" } }, "source": [ "### Interactive widgets\n", "\n", "`Jupyter notebooks` can also contain [interactive widgets](https://ipywidgets.readthedocs.io/en/latest/) that are great for `data exploration` and `visualization`. For example, we could explore the Lorenz System of Differential Equations (adapted from a [ipywidgets tutorial](https://ipywidgets.readthedocs.io/en/latest/)). " ] }, { "cell_type": "code", "execution_count": 3, "metadata": { "slideshow": { "slide_type": "subslide" } }, "outputs": [], "source": [ "from ipywidgets import interact, interactive\n", "from IPython.display import clear_output, display, HTML\n", "\n", "import numpy as np\n", "from scipy import integrate\n", "\n", "from matplotlib import pyplot as plt\n", "from mpl_toolkits.mplot3d import Axes3D\n", "from matplotlib.colors import cnames\n", "from matplotlib import animation\n", "\n", "def solve_lorenz(N=10, angle=0.0, max_time=4.0, sigma=10.0, beta=8./3, rho=28.0):\n", "\n", " fig = plt.figure()\n", " ax = fig.add_axes([0, 0, 1, 1], projection='3d')\n", " ax.axis('off')\n", "\n", " # prepare the axes limits\n", " ax.set_xlim((-25, 25))\n", " ax.set_ylim((-35, 35))\n", " ax.set_zlim((5, 55))\n", " \n", " def lorenz_deriv(x_y_z, t0, sigma=sigma, beta=beta, rho=rho):\n", " \"\"\"Compute the time-derivative of a Lorenz system.\"\"\"\n", " x, y, z = x_y_z\n", " return [sigma * (y - x), x * (rho - z) - y, x * y - beta * z]\n", "\n", " # Choose random starting points, uniformly distributed from -15 to 15\n", " np.random.seed(1)\n", " x0 = -15 + 30 * np.random.random((N, 3))\n", "\n", " # Solve for the trajectories\n", " t = np.linspace(0, max_time, int(250*max_time))\n", " x_t = np.asarray([integrate.odeint(lorenz_deriv, x0i, t)\n", " for x0i in x0])\n", " \n", " # choose a different color for each trajectory\n", " colors = plt.cm.viridis(np.linspace(0, 1, N))\n", "\n", " for i in range(N):\n", " x, y, z = x_t[i,:,:].T\n", " lines = ax.plot(x, y, z, '-', c=colors[i])\n", " plt.setp(lines, linewidth=2)\n", "\n", " ax.view_init(30, angle)\n", " plt.show()\n", "\n", " return t, x_t" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "subslide" } }, "source": [ "Having defined everything we need, we can now call our `interactive widget`!" ] }, { "cell_type": "code", "execution_count": 4, "metadata": { "slideshow": { "slide_type": "subslide" } }, "outputs": [ { "data": { "application/vnd.jupyter.widget-view+json": { "model_id": "d2a5bbf9f42b48c0a2381b82ad8485a4", "version_major": 2, "version_minor": 0 }, "text/plain": [ "interactive(children=(IntSlider(value=10, description='N', max=50), FloatSlider(value=0.0, description='angle'…" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "w = interactive(solve_lorenz, angle=(0.,360.), max_time=(0.1, 4.0), \n", " N=(0,50), sigma=(0.0,50.0), rho=(0.0,50.0))\n", "display(w)" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "slide" } }, "source": [ "### Taking things to the next level using `jupyter book`s\n", "\n", "All of the above discussed aspects and functionalities and many more can be nicely integrated with one another. The current pinnacle and most holistic outcome of this are [jupyter books](https://jupyterbook.org/en/stable/intro.html). " ] }, { "cell_type": "code", "execution_count": 7, "metadata": { "slideshow": { "slide_type": "-" } }, "outputs": [ { "data": { "text/html": [ "\n", " \n", " " ], "text/plain": [ "" ] }, "execution_count": 7, "metadata": {}, "output_type": "execute_result" } ], "source": [ "from IPython.display import IFrame\n", "\n", "IFrame(src='https://jupyterbook.org/en/stable/intro.html', width=1000, height=400)" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "subslide" } }, "source": [ "This makes them a great `framework` for **teaching workshops** " ] }, { "cell_type": "code", "execution_count": 8, "metadata": {}, "outputs": [ { "data": { "text/html": [ "\n", " \n", " " ], "text/plain": [ "" ] }, "execution_count": 8, "metadata": {}, "output_type": "execute_result" } ], "source": [ "IFrame(src='https://compneuro.neuromatch.io/tutorials/intro.html', width=1000, height=400)" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "subslide" } }, "source": [ "or **teaching courses/lectures**" ] }, { "cell_type": "code", "execution_count": 9, "metadata": {}, "outputs": [ { "data": { "text/html": [ "\n", " \n", " " ], "text/plain": [ "" ] }, "execution_count": 9, "metadata": {}, "output_type": "execute_result" } ], "source": [ "IFrame(src='https://peerherholz.github.io/Cog_Com_Neuro_ML_DL/index.html', width=1000, height=400)" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "subslide" } }, "source": [ "or **documenting workflows & analyses** for **interactive publications**" ] }, { "cell_type": "code", "execution_count": 10, "metadata": {}, "outputs": [ { "data": { "text/html": [ "\n", " \n", " " ], "text/plain": [ "" ] }, "execution_count": 10, "metadata": {}, "output_type": "execute_result" } ], "source": [ "IFrame(src='https://neuroscout.github.io/neuroscout-paper/intro.html', width=1000, height=400)" ] }, { "cell_type": "code", "execution_count": 11, "metadata": { "slideshow": { "slide_type": "subslide" } }, "outputs": [ { "data": { "text/html": [ "\n", " \n", " " ], "text/plain": [ "" ] }, "execution_count": 11, "metadata": {}, "output_type": "execute_result" } ], "source": [ "IFrame(src='https://neurolibre.github.io/myelin-meta-analysis/intro.html', width=1000, height=400)" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "slide" } }, "source": [ "## The IPython kernel/client model\n", "\n", "Using the `jupyter notebook` we can actually interact with/adapt our `running` `kernel`." ] }, { "cell_type": "code", "execution_count": 4, "metadata": { "slideshow": { "slide_type": "fragment" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "{\n", " \"shell_port\": 60588,\n", " \"iopub_port\": 60589,\n", " \"stdin_port\": 60590,\n", " \"control_port\": 60592,\n", " \"hb_port\": 60591,\n", " \"ip\": \"127.0.0.1\",\n", " \"key\": \"812112ff-f84b0658089eed0149a24418\",\n", " \"transport\": \"tcp\",\n", " \"signature_scheme\": \"hmac-sha256\",\n", " \"kernel_name\": \"\"\n", "}\n", "\n", "Paste the above JSON into a file, and connect with:\n", " $> jupyter --existing \n", "or, if you are local, you can connect with just:\n", " $> jupyter --existing kernel-55f10c28-d38e-452f-b5fa-6002071b8179.json\n", "or even just:\n", " $> jupyter --existing\n", "if this is the most recent Jupyter kernel you have started.\n" ] } ], "source": [ "%connect_info" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "subslide" } }, "source": [ "We can connect automatically a Qt Console to the currently running kernel with the `%qtconsole` magic, or by typing `ipython console --existing ` in any terminal:" ] }, { "cell_type": "code", "execution_count": 5, "metadata": { "slideshow": { "slide_type": "fragment" } }, "outputs": [], "source": [ "%qtconsole" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "slide" } }, "source": [ "## Saving a Notebook\n", "\n", "`Jupyter Notebooks` `autosave`, so you don't have to worry about losing code too much. At the top of the page you can usually see the current save status:\n", "\n", "`Last Checkpoint: 2 minutes ago (unsaved changes)`\n", "`Last Checkpoint: a few seconds ago (autosaved)`\n", "\n", "If you want to save a notebook on purpose, either click on `File` > `Save` and `Checkpoint` or press `Ctrl+S`." ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "subslide" } }, "source": [ "## To Jupyter & beyond\n", "\n", "\"logo\" \n", "\n", "- combining `code`, `data`, `visualization`, `text`, `interactive application` and much more types of content " ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "subslide" } }, "source": [ "### A whole new IDE: `Jupyter lab`\n", "\n", "\"logo\" \n", "\n", "Try it [here](https://jupyter.org/try-jupyter/lab/)!" ] } ], "metadata": { "anaconda-cloud": {}, "celltoolbar": "Slideshow", "kernelspec": { "display_name": "Python 3 (ipykernel)", "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": "3.8.0" }, "vscode": { "interpreter": { "hash": "aee8b7b246df8f9039afb4144a1f6fd8d2ca17a180786b69acc140d282b71a49" } } }, "nbformat": 4, "nbformat_minor": 2 }