{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "# Perfilado (Profiling) de rutinas de Python\n", "\n", "El primer paso antes de optimizar es identificar los sectores críticos o \"cuellos de botella\" de nuestro programa. A esto lo llamamos hacer un perfilado (*profiling*) del código." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## ¿Qué es *profiling*?\n", "\n", "Se refiere a medir \n", "\n", "1. Tiempo de ejecución, ya sea total, por función o por línea de código.\n", "1. Utilización de recursos de hardware como memoria, cpu o disco duro.\n", "\n", "de una rutina con el fin de encontrar aquellas secciones más lentas e ineficientes (sectores críticos). A continuación veremos como hacer *profiling* de nuestro código en Python utilizando las magias de *IPython*." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "A modo de ejemplo haremos *profiling* de un script de Python que calcula el famoso fractal conocido como el [Conjunto de Julia](https://es.wikipedia.org/wiki/Conjunto_de_Julia) (Julia Set), llamado así en honor a su descubridor, el matemático francés Gaston Maurice Julia.\n", "\n", "El fractal de Julia corresponde a todos los números complejos $z$ para los que la siguiente ecuación\n", "\n", "$$\n", "f(z) = z^2 + c,\n", "$$\n", "\n", "no diverge al ser calculada recursivamente. En la ecuación anterior $c \\in \\mathbb{C}$.\n", "\n", "El *script* [fractal.py](./fractal.py) tiene una implementación del conjunto de Julia usando Python puro, es decir sin usar librerias. La implementación se muestra a continuación:" ] }, { "cell_type": "code", "execution_count": 1, "metadata": { "ExecuteTime": { "end_time": "2020-08-04T01:24:31.028879Z", "start_time": "2020-08-04T01:24:30.607751Z" } }, "outputs": [ { "data": { "text/html": [ "
def evaluate_z(zi, zr, maxiters=50, cr=-0.835, ci=-0.2321):\n",
       "    nit = 0\n",
       "    zi2 = zi**2\n",
       "    zr2 = zr**2\n",
       "    while zi2 + zr2 <= 4. and nit < maxiters:\n",
       "        zi = 2*zr*zi + ci\n",
       "        zr = zr2 - zi2 + cr\n",
       "        zr2 = zr**2\n",
       "        zi2 = zi**2 \n",
       "        nit +=1\n",
       "    return nit\n",
       "    \n",
       "def make_fractal(N, maxiters=50):\n",
       "    image = []\n",
       "    for i in range(N):\n",
       "        row = []\n",
       "        for j in range(2*N):\n",
       "            zi = -1.0 + i*2/N\n",
       "            zr = -2.0 + j*2/N\n",
       "            row.append(evaluate_z(zi, zr, maxiters))\n",
       "        image.append(row)\n",
       "    return image\n",
       "
\n" ], "text/latex": [ "\\begin{Verbatim}[commandchars=\\\\\\{\\}]\n", "\\PY{k}{def} \\PY{n+nf}{evaluate\\PYZus{}z}\\PY{p}{(}\\PY{n}{zi}\\PY{p}{,} \\PY{n}{zr}\\PY{p}{,} \\PY{n}{maxiters}\\PY{o}{=}\\PY{l+m+mi}{50}\\PY{p}{,} \\PY{n}{cr}\\PY{o}{=}\\PY{o}{\\PYZhy{}}\\PY{l+m+mf}{0.835}\\PY{p}{,} \\PY{n}{ci}\\PY{o}{=}\\PY{o}{\\PYZhy{}}\\PY{l+m+mf}{0.2321}\\PY{p}{)}\\PY{p}{:}\n", " \\PY{n}{nit} \\PY{o}{=} \\PY{l+m+mi}{0}\n", " \\PY{n}{zi2} \\PY{o}{=} \\PY{n}{zi}\\PY{o}{*}\\PY{o}{*}\\PY{l+m+mi}{2}\n", " \\PY{n}{zr2} \\PY{o}{=} \\PY{n}{zr}\\PY{o}{*}\\PY{o}{*}\\PY{l+m+mi}{2}\n", " \\PY{k}{while} \\PY{n}{zi2} \\PY{o}{+} \\PY{n}{zr2} \\PY{o}{\\PYZlt{}}\\PY{o}{=} \\PY{l+m+mf}{4.} \\PY{o+ow}{and} \\PY{n}{nit} \\PY{o}{\\PYZlt{}} \\PY{n}{maxiters}\\PY{p}{:}\n", " \\PY{n}{zi} \\PY{o}{=} \\PY{l+m+mi}{2}\\PY{o}{*}\\PY{n}{zr}\\PY{o}{*}\\PY{n}{zi} \\PY{o}{+} \\PY{n}{ci}\n", " \\PY{n}{zr} \\PY{o}{=} \\PY{n}{zr2} \\PY{o}{\\PYZhy{}} \\PY{n}{zi2} \\PY{o}{+} \\PY{n}{cr}\n", " \\PY{n}{zr2} \\PY{o}{=} \\PY{n}{zr}\\PY{o}{*}\\PY{o}{*}\\PY{l+m+mi}{2}\n", " \\PY{n}{zi2} \\PY{o}{=} \\PY{n}{zi}\\PY{o}{*}\\PY{o}{*}\\PY{l+m+mi}{2} \n", " \\PY{n}{nit} \\PY{o}{+}\\PY{o}{=}\\PY{l+m+mi}{1}\n", " \\PY{k}{return} \\PY{n}{nit}\n", " \n", "\\PY{k}{def} \\PY{n+nf}{make\\PYZus{}fractal}\\PY{p}{(}\\PY{n}{N}\\PY{p}{,} \\PY{n}{maxiters}\\PY{o}{=}\\PY{l+m+mi}{50}\\PY{p}{)}\\PY{p}{:}\n", " \\PY{n}{image} \\PY{o}{=} \\PY{p}{[}\\PY{p}{]}\n", " \\PY{k}{for} \\PY{n}{i} \\PY{o+ow}{in} \\PY{n+nb}{range}\\PY{p}{(}\\PY{n}{N}\\PY{p}{)}\\PY{p}{:}\n", " \\PY{n}{row} \\PY{o}{=} \\PY{p}{[}\\PY{p}{]}\n", " \\PY{k}{for} \\PY{n}{j} \\PY{o+ow}{in} \\PY{n+nb}{range}\\PY{p}{(}\\PY{l+m+mi}{2}\\PY{o}{*}\\PY{n}{N}\\PY{p}{)}\\PY{p}{:}\n", " \\PY{n}{zi} \\PY{o}{=} \\PY{o}{\\PYZhy{}}\\PY{l+m+mf}{1.0} \\PY{o}{+} \\PY{n}{i}\\PY{o}{*}\\PY{l+m+mi}{2}\\PY{o}{/}\\PY{n}{N}\n", " \\PY{n}{zr} \\PY{o}{=} \\PY{o}{\\PYZhy{}}\\PY{l+m+mf}{2.0} \\PY{o}{+} \\PY{n}{j}\\PY{o}{*}\\PY{l+m+mi}{2}\\PY{o}{/}\\PY{n}{N}\n", " \\PY{n}{row}\\PY{o}{.}\\PY{n}{append}\\PY{p}{(}\\PY{n}{evaluate\\PYZus{}z}\\PY{p}{(}\\PY{n}{zi}\\PY{p}{,} \\PY{n}{zr}\\PY{p}{,} \\PY{n}{maxiters}\\PY{p}{)}\\PY{p}{)}\n", " \\PY{n}{image}\\PY{o}{.}\\PY{n}{append}\\PY{p}{(}\\PY{n}{row}\\PY{p}{)}\n", " \\PY{k}{return} \\PY{n}{image}\n", "\\end{Verbatim}\n" ], "text/plain": [ "def evaluate_z(zi, zr, maxiters=50, cr=-0.835, ci=-0.2321):\n", " nit = 0\n", " zi2 = zi**2\n", " zr2 = zr**2\n", " while zi2 + zr2 <= 4. and nit < maxiters:\n", " zi = 2*zr*zi + ci\n", " zr = zr2 - zi2 + cr\n", " zr2 = zr**2\n", " zi2 = zi**2 \n", " nit +=1\n", " return nit\n", " \n", "def make_fractal(N, maxiters=50):\n", " image = []\n", " for i in range(N):\n", " row = []\n", " for j in range(2*N):\n", " zi = -1.0 + i*2/N\n", " zr = -2.0 + j*2/N\n", " row.append(evaluate_z(zi, zr, maxiters))\n", " image.append(row)\n", " return image" ] }, "execution_count": 1, "metadata": {}, "output_type": "execute_result" } ], "source": [ "from IPython.display import Code\n", "Code(filename=\"src/fractal.py\")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Si ejecutamos la función `make_fractal` con una resolución de 500 pixeles y 50 iteraciones el resultado es" ] }, { "cell_type": "code", "execution_count": 2, "metadata": { "ExecuteTime": { "end_time": "2020-08-04T01:24:36.676362Z", "start_time": "2020-08-04T01:24:34.075026Z" } }, "outputs": [ { "data": { "image/png": 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "%matplotlib inline\n", "import numpy as np\n", "from matplotlib import pyplot as plt\n", "from src.fractal import make_fractal, evaluate_z\n", "\n", "fractal_image = make_fractal(N=500, maxiters=50)\n", "\n", "fig, ax = plt.subplots(figsize=(8, 4), tight_layout=True)\n", "ax.imshow(fractal_image, aspect='equal', origin='lower')\n", "ax.axis('off');" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "A continuación realizaremos un *profiling* del tiempo computacional necesario para calcular el fractal." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Midiendo tiempo de ejecución" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Magia `%time`" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Python tiene un módulo nativo llamado [`timeit`](https://docs.python.org/3/library/timeit.html#module-timeit) que ofrece funciones para medir tiempo de cómputo. Algunas de estas funciones han sido incorporadas en magias de IPython, lo cual permite utilizarlas de forma simple y conveniente.\n", "\n", "La primera que revisaremos es [`%time`](https://ipython.readthedocs.io/en/stable/interactive/magics.html#magic-time) que se usa anteponiendose a una función como muestra el ejemplo.\n", "\n", "```python\n", "%time mi_resultado = mi_funcion(mis_argumentos)\n", "```\n", "\n", "El resultado de la línea anterior es algo similar a:\n", "\n", "```\n", "CPU times: user 2.44 s, sys: 2.41 ms, total: 2.45 s\n", "Wall time: 2.57 s\n", "```\n", "\n", "donde\n", "\n", "- *Wall time*: Es el tiempo total de un proceso/función/expresión desde que se lanza hasta que retorna.\n", "- *CPU time (total)*: Es el tiempo que el CPU dedica a procesar la tarea solicitada, siempre será menor que el *Wall-time*.\n", "\n", ":::{note}\n", "\n", "La magia `%time` mide el tiempo de una línea de código. Si queremos medir el tiempo total de un bloque de ejecución de Jupyter completo podemos agregar `%%time` al principio del bloque.\n", "\n", ":::\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "**Ejemplos**\n", "\n", "Midamos el tiempo que demora en calcularse el fractal de Julia con la magia `%time`" ] }, { "cell_type": "code", "execution_count": 3, "metadata": { "ExecuteTime": { "end_time": "2020-08-04T00:24:52.258222Z", "start_time": "2020-08-04T00:24:49.781400Z" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "CPU times: user 2.11 s, sys: 1.13 ms, total: 2.11 s\n", "Wall time: 2.12 s\n" ] } ], "source": [ "%time result1 = make_fractal(N=500, maxiters=50)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "¿Qué ocurre si medimos una segunda vez?" ] }, { "cell_type": "code", "execution_count": 4, "metadata": { "ExecuteTime": { "end_time": "2020-08-04T00:24:54.755703Z", "start_time": "2020-08-04T00:24:52.260589Z" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "CPU times: user 2.08 s, sys: 10.8 ms, total: 2.1 s\n", "Wall time: 2.11 s\n" ] } ], "source": [ "%time result2 = make_fractal(N=500, maxiters=50)" ] }, { "cell_type": "code", "execution_count": 5, "metadata": { "ExecuteTime": { "end_time": "2020-08-04T00:24:54.865546Z", "start_time": "2020-08-04T00:24:54.758874Z" } }, "outputs": [ { "data": { "text/plain": [ "True" ] }, "execution_count": 5, "metadata": {}, "output_type": "execute_result" } ], "source": [ "np.allclose(result1, result2)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ ":::{note}\n", "\n", "El resultado en ambos casos es idéntico, sin embargo, el tiempo de ejecución son ligeramente distintos.\n", "\n", ":::\n", "\n", ":::{warning}\n", "\n", "Cada vez que ejecutamos un código alteramos el estado de nuestro sistema (cache, memoria). Por lo tanto lo más correcto para medir el tiempo de nuestra rutina es ejecutarla varias veces y calcular un promedio.\n", "\n", ":::" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Magía `%timeit` " ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Podemos obtener estadísticos del tiempo de cómputo de un script, función o expresión de Python de forma conveniente usando la magia [`timeit`](https://ipython.readthedocs.io/en/stable/interactive/magics.html#magic-timeit). \n", "\n", "Esta magia tiene varios argumentos, a continuación revisamos los más importantes:\n", "\n", "- `-r`: Define que el algoritmo se repetira `` veces para calcular los estadísticos\n", "- `-n`: Define que el algoritmo se ejecutará `` veces seguidas (loop) en cada repetición\n", "- `-p

`: Se usa una precisión de `

` dígitos en los resultados\n", "- `-q`: No imprimir los resultados\n", "- `-o`: Retorna un objeto `TimeitResult`, con el cual podemos manipular, analizar y graficar los tiempos de ejecución\n", "\n", "\n", "Esta magia se utiliza como \n", "\n", "```python\n", " %timeit -r10 -n5 mi_funcion(mis_argumentos)\n", "```\n", "\n", "Que en pseudo código sería como\n", "\n", "```python\n", "tiempos = []\n", "for _ in range(10): # Repeticiones (=10)\n", " t_inicio = time.now() \n", " for _ in range(5): # Loop (=5)\n", " mi_funcion(mis_argumentos)\n", " t_fin = time.now()\n", " tiempos.append(t_fin - t_inicio)\n", " \n", "return sum(tiempos)/(N*R) \n", "```\n", "\n", "Es decir que `timeit` retorna un promedio de promedios. En general:\n", "\n", "- `` debe ser lo suficientemente grande para que los estadísticos que calculemos sean confiables\n", "- `` debe ser lo suficientemente grande para que el tiempo medido sea representativo de `mi_funcion`\n", "\n", "\n", ":::{warning}\n", "\n", "Si `mi_funcion` toma menos de 10 microsegundos es recomendable subir el $N$. De lo contrario el tiempo podría estar dominado por otros procesos, como por ejemplo el `garbage collector` de Python.\n", "\n", ":::\n", "\n", ":::{note}\n", "\n", "Si no se especifica `` la magia buscará de forma automática un valor adecuado.\n", "\n", ":::" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "**Ejemplo**\n", "\n", "Utilicemos `timeit` para hacer profiling de `make_fractal`" ] }, { "cell_type": "code", "execution_count": 6, "metadata": { "scrolled": true }, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 6, "metadata": {}, "output_type": "execute_result" } ], "source": [ "time_object = %timeit -r3 -n3 -o -q make_fractal(N=500, maxiters=50)\n", "time_object" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Los atributos más importantes del objeto `TimeitResult` son:\n", "\n", "- `timings`: Lista con los tiempos de cada repetición \n", "- `average`: Promedio de los tiempos\n", "- `stdev`: Desviación estándar de los tiempos\n", "- `best` y `worst`: Tiempo más rápido y más lento, respectivamente\n" ] }, { "cell_type": "code", "execution_count": 7, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "(2.122926094888903,\n", " 0.043487481422218886,\n", " 2.076626405000146,\n", " 2.1811329733333573)" ] }, "execution_count": 7, "metadata": {}, "output_type": "execute_result" } ], "source": [ "time_object.average, time_object.stdev, time_object.best, time_object.worst" ] }, { "cell_type": "code", "execution_count": 8, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "array([2.18113297, 2.11101891, 2.07662641])" ] }, "execution_count": 8, "metadata": {}, "output_type": "execute_result" } ], "source": [ "np.array(time_object.timings)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Magia `%prun`\n", "\n", "El módulo nativo de Python [cProfile](https://docs.python.org/3/library/profile.html) mide la cantidad de llamadas y el tiempo de cada función ejecutada por nuestra rutina.\n", "\n", "La magia de IPython [`%prun`](https://ipython.readthedocs.io/en/stable/interactive/magics.html#magic-prun) nos da una forma conveniente para usar este módulo\n", "\n", "```python\n", "%prun mi_funcion()\n", "```\n", "\n", "Lo anterior retorna una tabla con las siguientes filas:\n", "\n", "- ncalls: Número de veces que se llama la función\n", "- tottime: Tiempo total en dicha función (sin contar subfunciones)\n", "- percall: ttime/ncalls\n", "- cumtime: Tiempo total en dicha función y sus subfunciones (tiempo de función recursiva)\n", "- percall: cumtime/ncalls\n", "\n", "Algunos argumentos importantes de `%prun`:\n", "\n", "- `-s` para que el resultado quede ordenado según una fila en particular \n", "- `-l` si queremos especificar la cantidad de líneas a mostrar en la tabla" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "**Visualizando el resultado de `prun`**\n", "\n", "Podemos generar una visualización de los resultados de `cProfile` en nuestro navegador usando [`SnakeViz`](https://jiffyclub.github.io/snakeviz/). Puedes instalar la librería usando el siguiente comando de conda.\n", "\n", " conda install snakeviz\n", " \n", "Esto creará un ejecutable `snakeviz`. Antes de utilizar en jupyter es necesario habilitar la magia cargando la extensión, como se muestra a continuación:\n", "\n", "```python\n", "%load_ext snakeviz\n", "%snakeviz -t make_fractal(N=500, maxiters=50)\n", "```\n", "\n", "lo cual retorna un resultado gráfico similar al siguiente\n", "\n", "\n", "\n", ":::{note}\n", "\n", "La opción `-t` carga el gráfico en una pestaña de navegador nueva.\n", "\n", ":::\n", "\n", "Esta herramienta puede mejorar considerablemente el estudio de nuestro código cuando se tiene una gran cantidad de funciones en distintas jerarquías." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "**`cProfile` sin IPython**\n", "\n", "Si no contamos con el ambiente IPython podemos usar cProfile directamente sobre un script de Python con\n", "\n", " python -m cProfile -o tabla.prof script.py\n", " \n", "Donde el resultado queda grabado en el archivo tabla.prof" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Magia `%lprun`\n", "\n", "Hemos visto como medir el tiempo total de un código en Python y el tiempo desglosado por cada llamado a función de dicho código. Pero en ocasiones puede resultar más informativo estudiar el tiempo de ejecución de cada linea de nuestro código por separado.\n", "\n", ":::{note}\n", "\n", "Esto corresponde a un tipo de *profiling* llamado *line by line*.\n", "\n", ":::\n", "\n", "Podemos hacer este tipo de profiling usando la extensión externa [`line_profiler`](https://github.com/pyutils/line_profiler). \n", "\n", "Una vez instalada se debe cargar la extensión para habilitar la magia `lprun`, como se muestra a continuación:\n", "\n", "**Ejemplo**\n", "\n", "```python\n", "%load_ext line_profiler\n", "%lprun -f mi_método mi_rutina\n", "```\n", "\n", "Esta magia requiere que se especifique un método o función dentro de la rutina con el argumento `-f`. Ejecutar la magia levantará una pestaña con una tabla.\n", "\n", "La tabla tiene una fila por linea de código y las siguientes columnas:\n", "\n", "- Line: Número de la linea dentro del código fuente\n", "- Hits: La cantidad de veces que se llama a esa linea\n", "- Time: Tiempo total de dicha linea\n", "- Per hit: Tiempo total dividido la cantidad de llamadas\n", "- %Time: Porcentaje del tiempo de dicha linea con respecto al tiempo total del método\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Medir uso de memoria" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Magia `%memit`\n", "\n", "Podemos medir la memoria utilizada por un proceso usando la librería externa [`memory_profiler`](https://github.com/pythonprofilers/memory_profiler). Se puede instalar facilmente con:\n", "\n", " conda install memory_profiler\n", "\n", "Luego se habilita y utiliza con\n", "\n", "```python\n", "%load_ext memory_profiler\n", "%memit funcion()\n", "```\n", "\n", "Que retorna la cantidad de memoria RAM usada por `funcion`\n", "\n", ":::{note}\n", "\n", "Con esto también se habilita la magia `%mprun` para medir el uso de memoria linea a linea\n", "\n", ":::" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Módulo `tracemalloc`\n", "\n", "Python tiene un módulo nativo llamado [`tracemalloc`](https://docs.python.org/3/library/tracemalloc.html) que permite calcular estadísticas sobre la memoria reservada por un proceso o script de Python\n", "\n", "A continuación se muestra un ejemplo de uso\n", "\n", "```python\n", "import tracemalloc\n", "\n", "tracemalloc.start()\n", "\n", "# Acá se corre el código que quieres estudiar\n", "\n", "snapshot = tracemalloc.take_snapshot()\n", "top_stats = snapshot.statistics('lineno')\n", "\n", "```\n" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] } ], "metadata": { "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": "3.9.16" }, "toc": { "base_numbering": 1, "nav_menu": {}, "number_sections": true, "sideBar": true, "skip_h1_title": false, "title_cell": "Table of Contents", "title_sidebar": "Contents", "toc_cell": false, "toc_position": { "height": "calc(100% - 180px)", "left": "10px", "top": "150px", "width": "294.4px" }, "toc_section_display": true, "toc_window_display": true } }, "nbformat": 4, "nbformat_minor": 2 }