{ "cells": [ { "attachments": { "imagen.png": { "image/png": "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" } }, "cell_type": "markdown", "metadata": {}, "source": [ "![imagen.png](attachment:imagen.png)\n", "
Una expresión regular (o RE, por sus siglas en inglés) especifica un conjunto de cadenas que coinciden con ella; las funciones de este módulo permiten comprobar si una determinada cadena coincide con una expresión regular dada (o si una expresión regular dada coincide con una determinada cadena, que se reduce a lo mismo).
" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "1. [] Un conjunto de caracteres. Por ejemplo: \"[a-m]\"\t
\n",
"2. \\ Señala una secuencia especial (se puede usar para escapar de caracteres especiales). Por ejemplo: \"\\d\"\t
\n",
"3. . Cualquier caracter (excepto caracter de Nueva Linea). Por ejemplo:\t\"he..o\"\t
\n",
"4. ^ Empieza con. Por ejemplo:\t\"^hello\"
\n",
"5. $ Termina con. Por ejemplo:\t'\"planet$\"\t
\n",
"6. * Ninguna o mas ocurrencias. 'Por ejemplo: \"he.*o\"
\t\n",
"7. + Una o más ocurrencias. Por 'ejemplo: \"he.+o\"\t
\n",
"8. ? Ninguna o una ocurrencia. Por ejemplo: \"he.?o\"\t
\n",
"9. {} Exactamente el numero específico de ocurrencias. Por ejemplo: \"he.{2}o\"
\t\n",
"10. | Cualquiera o. Por ejemplo: \"falls|stays\"\t
\n",
"11. () Capturar y agrupar
1. [arn] Devuelve una coincidencia en la que está presente uno de los caracteres especificados (a, r o n)\t
\n",
"2. [a-n] Devuelve una coincidencia para cualquier carácter en minúscula, alfabéticamente entre a y n\t
\n",
"3. [^arn] Devuelve una coincidencia para cualquier carácter EXCEPTO a, r y n\t
\n",
"4. [0123] Devuelve una coincidencia en la que cualquiera de los dígitos especificados (0, 1, 2 o 3) está presente
\t\n",
"5. [0-9] Devuelve una coincidencia para cualquier dígito entre 0 y 9\t
\n",
"6. [0-5][0-9] Devuelve una coincidencia para cualquier número de dos dígitos entre 00 y 59
\t\n",
"7. [a-zA-Z] Devuelve una coincidencia para cualquier carácter alfabéticamente entre a y z, minúsculas O mayúsculas
\t\n",
"8. [+] En conjuntos, +, *, ., |, (), $,{} no tiene un significado especial, por lo que [+] significa: devolver una coincidencia para cualquier carácter + en la cadena