{ "nbformat": 4, "nbformat_minor": 0, "metadata": { "kernelspec": { "display_name": "Python 3", "language": "python", "name": "python3" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.6.9" }, "varInspector": { "cols": { "lenName": 16, "lenType": 16, "lenVar": 40 }, "kernels_config": { "python": { "delete_cmd_postfix": "", "delete_cmd_prefix": "del ", "library": "var_list.py", "varRefreshCmd": "print(var_dic_list())" }, "r": { "delete_cmd_postfix": ") ", "delete_cmd_prefix": "rm(", "library": "var_list.r", "varRefreshCmd": "cat(var_dic_list()) " } }, "types_to_exclude": [ "module", "function", "builtin_function_or_method", "instance", "_Feature" ], "window_display": false }, "colab": { "name": "01_anaconda.ipynb", "provenance": [], "collapsed_sections": [] } }, "cells": [ { "cell_type": "markdown", "metadata": { "id": "BNubkiT4G68T" }, "source": [ "# Python для анализа данных" ] }, { "cell_type": "markdown", "metadata": { "id": "U0oYNIZhG68b" }, "source": [ "Цель данного материала — познакомить вас с Anaconda — инструментом, который поможет вам в программировании на Python и не только. Он пригодится, чтобы не запутаться в версиях установленных библиотек, а также с лёгкостью поможет установить необходимые для курса пакеты.\n", "\n", "Это лишь один из общепринятых инструментов для аналитики, другие мы затронем позже или же в других курсах, посвящённых статистике." ] }, { "cell_type": "markdown", "metadata": { "id": "ynbsztpxG68c" }, "source": [ "## Anaconda" ] }, { "cell_type": "markdown", "metadata": { "ExecuteTime": { "end_time": "2019-09-29T17:28:21.994252Z", "start_time": "2019-09-29T17:28:21.991323Z" }, "id": "brRkQrn2G68c" }, "source": [ "![Anaconda_horizontal_RGB.jpg](data:image/jpeg;base64,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) " ] }, { "cell_type": "markdown", "metadata": { "id": "-MVmPcsEG68c" }, "source": [ "[`Anaconda`](https://www.anaconda.com)наиболее известна как дистрибутив `Python` со встроенным в него пакетным менеджером `conda`. Она позволяет изолировать окружение проекта от системной версии `Python`, который критически необходим для работы системы. [Использование `sudo pip` считается плохой практикой](https://askubuntu.com/questions/802544/is-sudo-pip-install-still-a-broken-practice). Также `conda` позволяет без проблем переносить окружение с одной машины на другую. Кроме того, если вы что-то сломаете, то с `Anaconda` вы всегда сможете откатиться на более старую версию окружения. Конечно, если вы позаботитесь о регулярных бэкапах. С системной версией `Python` это гораздо сложнее и может потребовать переустановки системы.\n", "\n", "Въедливый читатель скажет, что вместо `Anaconda` можно использовать [`virtualenv`](https://virtualenv.pypa.io/en/latest/) или [`docker`](https://www.docker.com). Тем не менее, `docker` это чаще всего `overkill` для простых проектов. Его сложно настраивать, он работает относительно медленно и требует `sudo`-прав. Связка `pip + virtualenv` хорошо работает для `Python`-only проектов, но вам также может быть придётся также работать с `R`. Кроме того, `conda` во многом аналогична пакетному менеджеру внутри операционной системы и позволяет локально без `sudo`-прав, которых в облаке у вас почти никогда нет, установить `gcc`, бразуер, альтернативный `shell` и многое другое для 100+ языков. С более подробным сравнением `Anaconda` с альтернативными инструментами вы можете ознакомиться [по ссылке](https://jakevdp.github.io/blog/2016/08/25/conda-myths-and-misconceptions/).\n", "\n", "Мы установим `Anaconda` и настроим с её помощью комфортное окружение для работы над учебными курсами. \n", "\n", "**Замечание:** *`Anaconda` можно поставить и под `Windows`, на официальном сайте есть инструкция. Тем не менее, мы не берёмся гарантировать, что всё заработает. Портирование кода под `Windows` это долго и дорого, потому большая часть библиотек по анализу данных и машинному обучению доступны только под `Linux`.*\n", "\n", "### Установка `Anaconda`\n", "\n", "Скачайте последнюю версию `Anaconda` под свою ОС с [официального сайта](https://www.anaconda.com/distribution/). Запустите установочный файл и следуйте инструкциям. Не меняйте дефолтные параметры без уважительной причины.\n", "После установки перезагрузите терминал, например, с помощью команды `exec bash`. Если всё прошло успешно, то ячейка ниже должна отработать без ошибок:" ] }, { "cell_type": "code", "metadata": { "ExecuteTime": { "end_time": "2019-09-29T17:37:19.084354Z", "start_time": "2019-09-29T17:37:19.082358Z" }, "id": "XsCu8lfhG68d", "outputId": "df6a3a2b-184e-469c-dd9f-3f4fa8ef57ec" }, "source": [ "!conda --version" ], "execution_count": null, "outputs": [ { "output_type": "stream", "text": [ "conda 4.7.11\r\n" ], "name": "stdout" } ] }, { "cell_type": "markdown", "metadata": { "id": "4Z9z0SGNG68f" }, "source": [ "### Создание `conda environment`\n", "\n", "**Заводить отдельный `environment` для каждого проекта — правило хорошего тона.** Устанавливать всё в корневой `envirnonment` — прямой путь в отдельный круг ада, на который вы обрекаете себя в будущем. Кроме того, что это противоречит философии `conda`, — возможности сосуществования несовместимых дистрибутивов `Python` в пределах одной системы, — это также приводит к неконтролируемому росту числа установленных пакетов. Для разрешения зависимостей `conda` использует [приближённый `SAT-solver`](https://www.anaconda.com/understanding-and-improving-condas-performance/), а задача `SAT` `NP`-полна, потому упорное использование только одного `environment`-а вскоре приведёт к тому, что вы будете часами ждать установки пакетов. \n", "\n", "Выполнив в терминале код из ячейки ниже, вы создадите `environment` для нашего курса в директории `~`:\n", "\n", "```bash\n", "conda create -n mipt-stats python=3.7 r=3.6 --yes\n", "```\n", "\n", "Эта команда создаст `environment`, в котором уже будут установлены `Python` и `R`, что сэкономит вам время в будущем. \n", "Активируйте окружение, запустив в терминале ячейку ниже:\n", "\n", "```bash\n", "conda activate mipt-stats\n", "```\n", "\n", "Если вы захотите вернуться в базовое окружение, введите\n", "\n", "```bash\n", "conda deactivate\n", "```\n", "\n", "Если вы хотите создать окружение в другой папке, то замените флаг `-n` на `-o`\n", "\n", "```bash\n", "conda create -o path/to/env python=3.7 r=3.6 --yes\n", "```\n", "\n", "Обратите внимание, что при этом вам придётся указывать полный путь при использовании команды `conda activate`:\n", "\n", "```bash\n", "conda activate /path/to/env\n", "```" ] }, { "cell_type": "markdown", "metadata": { "id": "dnbjEYtcG68f" }, "source": [ "### Установка `mamba` и основных пакетов " ] }, { "cell_type": "markdown", "metadata": { "id": "NNBNdjTNG68g" }, "source": [ "Выше упоминалось, что для разрешения зависимостей `conda` приближённо решает задачу `SAT`. К сожалению и стыду разработчиков из `Continuum`, `SAT-solver` в `conda` написан на `pure Python`, из-за чего он работает возмутительно медленно. Эту проблему решает [`mamba`](https://medium.com/@wolfv/making-conda-fast-again-4da4debfb3b7) — `SAT-solver` для `conda`, написанный на `C++` компанией [`QuantStack`](https://quantstack.net/the-team.html)." ] }, { "cell_type": "markdown", "metadata": { "id": "XDnUsYRVG68g" }, "source": [ "```bash\n", "conda install -c conda-forge mamba --yes\n", "```" ] }, { "cell_type": "markdown", "metadata": { "id": "zbP85vaAG68g" }, "source": [ "Далее везде используйте `mamba install` вместо `conda install`." ] }, { "cell_type": "markdown", "metadata": { "ExecuteTime": { "end_time": "2019-09-29T16:12:35.495304Z", "start_time": "2019-09-29T16:12:35.491961Z" }, "id": "WxgCew2RG68h" }, "source": [ "Аргумент `-c` позволяет указать репозиторий, в котором будет осуществляться поиск. **Настоятельно рекомендуется использовать репозиторий [`conda-forge`](https://conda-forge.org)**, т.к. там почти всегда можно найти актуальные версии пакетов, чего не скажешь об основном репозитории `Anaconda`. Причина в том, что `conda-forge` управляется сообществом пользователей `conda`, в то время как право добавлять пакеты в основной репозиторий имеют только разработчики из `Continuum`. **Устанавливать пакеты из других репозиториев стоит только при необходимости**, т.к. это может привести к переустановке уже установленных пакетов с их заменой на те версии из репозитория, из которого вы хотите что-то установить.\n", "\n", "Теперь установим те пакеты, которые вам почти наверное понадобятся при выполнении домашних заданий. " ] }, { "cell_type": "code", "metadata": { "ExecuteTime": { "end_time": "2019-09-29T16:28:46.888980Z", "start_time": "2019-09-29T16:28:46.885804Z" }, "id": "M9GvfsJSG68h" }, "source": [ "!mamba install -c conda-forge pip git numpy \\\n", "scipy statsmodels sympy pandas tqdm --yes" ], "execution_count": null, "outputs": [] }, { "cell_type": "markdown", "metadata": { "id": "eUq__uz1G68h" }, "source": [ "**Важное замечание: никогда не смешивайте `pip` и `conda`!** \n", "\n", "Подробное обсуждение этого вопроса можно прочитать [на stackoverflow](https://stackoverflow.com/questions/56134588/is-that-a-bad-idea-to-use-conda-and-pip-install-on-the-same-environment). Кратко, `conda` и `pip` были созданы для принципиально разных задач и \"не знают\" друг о друге: пакеты, которые вы установили через `pip`, будут видны изнутри `conda`, так как они ставятся напрямую в системный `Python`, но никакой инкапсуляции при этом не получится. Они не будут учитываться `conda` при разрешении зависимостей, а также могут быть параллельно установлены через `conda` в другой версии, что приведёт к странным ошибкам и неизбежному моральному падению. \n", "\n", "Более того, даже если вы установите `pip` через `conda`, это всё ещё будет не то же самое, что установка пакетов через `conda` обычным образом. Гарантировать корректное разрешение зависимостей при этом будет нельзя. " ] } ] }