master
/ 6.1 元组.ipynb

6.1 元组.ipynb @master

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{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# 6.1 元组"
   ]
  },
  {
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"
    }
   },
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "![6.1 元组.jpg](attachment:432ab275-0143-4e8a-a0dc-f382ac1e7ee0.jpg)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "元组:组合数据类型之一,使用一对圆括号“( )”来存放一组数据,数据项之间用逗号“,”隔开。  \n",
    "元组是序列类型数据的一种,和列表非常相像,可以用来存储一组数据。  \n",
    "输出时,元组都要由圆括号标注,这样才能正确地解释嵌套元组。输入时,圆括号可有可无  "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "<font color=Red>__元组和列表最大的区别__</font>在于:列表是<font color=Red>__可变数据类型__</font>(mutable),而元组是<font color=Red>__不可变数据类型__</font>(immutable)。\n",
    "元组数据产生后,其内部元素无法增加、删除和修改,可近似将元组看作为“常量列表”。元组中的每个数据项称为一个元素,各元素类型可以相同,也可以不同,也可以将列表或元组作为元组的元素。"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "如下例所示:创建的三个元组中,tupa中有5个整型数据,tupb中有4个字符串型数据,tupc中有4个元素,其中包括2个字符串型数据、1个整型数据和1个列表。"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {
    "scrolled": true
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "(1, 2, 3, 4, 5)\n",
      "('湖北', '河北', '山东', '山西')\n",
      "('Susan', 'Female', 19, [85, 74, 99, 89, 92])\n"
     ]
    }
   ],
   "source": [
    "tupa = (1, 2, 3, 4, 5)\n",
    "\n",
    "tupb = ('湖北', '河北', '山东', '山西')\n",
    "tupc = ('Susan', 'Female', 19, [85, 74, 99, 89, 92])\n",
    "\n",
    "print(tupa)\n",
    "print(tupb)\n",
    "print(tupc)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "元组是序列类型,因此支持使用<font color=Red>__切片__</font>的方法访问元组中的元素,但不能使用切片的方法修改、增加或删除元组中的元素。"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "(2, 3)\n"
     ]
    }
   ],
   "source": [
    "tupa = (1, 2, 3, 4, 5)\n",
    "print(tupa[1:3])"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "元组切片得到的是一个新的元组,其中的数据也不能被修改和删除。"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [
    {
     "ename": "TypeError",
     "evalue": "'tuple' object does not support item assignment",
     "output_type": "error",
     "traceback": [
      "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m",
      "\u001b[0;31mTypeError\u001b[0m                                 Traceback (most recent call last)",
      "\u001b[0;32m/tmp/ipykernel_132/428667987.py\u001b[0m in \u001b[0;36m<module>\u001b[0;34m\u001b[0m\n\u001b[1;32m      1\u001b[0m \u001b[0mtupa\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0;34m(\u001b[0m\u001b[0;36m1\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;36m2\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;36m3\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;36m4\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;36m5\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m----> 2\u001b[0;31m \u001b[0mtupa\u001b[0m\u001b[0;34m[\u001b[0m\u001b[0;36m1\u001b[0m\u001b[0;34m]\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0;36m10\u001b[0m    \u001b[0;31m#错误操作,将元组中的元素进行修改会导致TypeError\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m",
      "\u001b[0;31mTypeError\u001b[0m: 'tuple' object does not support item assignment"
     ]
    }
   ],
   "source": [
    "tupa = (1, 2, 3, 4, 5)\n",
    "tupa[1] = 10    #错误操作,将元组中的元素进行修改会导致TypeError"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "使用<font color=Red>__del__</font>命令可以删除整个元组,但不能用del删除元组中的元素。"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [
    {
     "ename": "NameError",
     "evalue": "name 'tupa' is not defined",
     "output_type": "error",
     "traceback": [
      "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m",
      "\u001b[0;31mNameError\u001b[0m                                 Traceback (most recent call last)",
      "\u001b[0;32m/tmp/ipykernel_132/120462781.py\u001b[0m in \u001b[0;36m<module>\u001b[0;34m\u001b[0m\n\u001b[1;32m      1\u001b[0m \u001b[0mtupa\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0;34m(\u001b[0m\u001b[0;36m1\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;36m2\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;36m3\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;36m4\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;36m5\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m      2\u001b[0m \u001b[0;32mdel\u001b[0m \u001b[0mtupa\u001b[0m      \u001b[0;31m#可以删除整个元组\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m----> 3\u001b[0;31m \u001b[0mprint\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mtupa\u001b[0m\u001b[0;34m)\u001b[0m    \u001b[0;31m#删除后的元组无法访问,会导致NameError\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m",
      "\u001b[0;31mNameError\u001b[0m: name 'tupa' is not defined"
     ]
    }
   ],
   "source": [
    "tupa = (1, 2, 3, 4, 5)\n",
    "del tupa      #可以删除整个元组\n",
    "print(tupa)    #删除后的元组无法访问,会导致NameError"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Python 中有一些针对元组的优化策略,对元组的访问和处理速度远快于列表。当一组数据仅被用于遍历或类似操作,而不进行任何修改操作时,一般建议应用处理速度更快的元组而不用列表。\n",
    "当程序运行需要的传递参数时,可以使用元组,以避免传递的参数在函数中被修改。\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "元组的创建有以下几种方法:\n",
    "1.  用一对空的圆括号“()”或无参数的tuple()函数创建一个空元组。例如:()和tuple()\n",
    "2.  只有一个单独元素的元组可以通过在元素后加逗号来构建,例如:a, 或 (a,)\n",
    "3.  用逗号分隔的多个元素,例如:a,b,c 或 (a,b,c)\n",
    "4.  用内置的tuple()函数,参数为空或可迭代对象,例如:tuple() 或 tuple(iterable)。"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {},
   "outputs": [],
   "source": [
    "t1 = (1, 2, 3, 4, 5)   # 生成一个元组(1, 2, 3, 4, 5)并赋值给T1\n",
    "t2 = 1, 2, 3, 4, 5     # 生成一个元组(1, 2, 3, 4, 5)并赋值给T2\n",
    "print(t1,t2)           # t1,t2相同(1, 2, 3, 4, 5) (1, 2, 3, 4, 5)\n",
    "t3 = (1, )             # 生成一个元组(1, ) 并赋值给T3,(1, ) 不同于(1), (1) 相当于整数1\n",
    "t4 = 1,                # 生成一个元组(1, ) 并赋值给T4\n",
    "print(t3,t4)           # t3,t4相同,(1,) (1,)\n",
    "t5 = ()                # 生成一个空元组 () 并赋值给 T5\n",
    "t6 = tuple()           # 使用元组生成器产生一个空元组赋值给T6\n",
    "print(t5,t6)           # t5,t6相同,() ()\n",
    "t7 = tuple([0,1,2])    # 将一个列表转换为元组(1, 2, 3)赋值给T7\n",
    "t8 = tuple(range(3))   # 将一个可遍历对象转换为元组(0, 1, 2)赋值给T8\n",
    "print(t7,t8)           # t7,t8相同(0, 1, 2) (0, 1, 2)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "当元组的元素包含列表等可变元素时,情况有些特殊,虽然不可直接改变元组元素的值,但可以修改作为元素的列表的值。"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "[3, 4]\n",
      "(1, 2, [68, 4])\n"
     ]
    }
   ],
   "source": [
    "t = (1,2,[3,4])\n",
    "print(t[2])\n",
    "t[2][0]=68\n",
    "print(t)\n",
    "# t[1] = 0    \n",
    "# print(t)          # 修改元组中列表(1, 2, [3, 0])\n",
    "# # t[2].append(10)\n",
    "# # print(t)          # 修改元组中列表(1, 2, [3, 0, 10])"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "因为元组数据是不可变类型的,使用<font color=Red>__dir(tuple)或dir(元组名)__</font>可以看到,除“魔法方法”外,元组的内置方法非常少,只有两个:count和index,其用法和含义与列表完全相同。"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [],
   "source": [
    "dir(tuple)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "区别一个对象是可变类型还是不可变类型,可以通过dir 函数查看其是否有“__hash__”魔法方法,或者说是否可以使用Python内置hash方法对其求“哈希值”。如下示例:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [],
   "source": [
    "print(hash((1, 2, 3)))   # 元组数据可哈希,输出该数据的哈希值\n",
    "print(hash([1, 2, 3]))   # 列表不可哈希,抛出错误TypeError: unhashable type: 'list'"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "由上例可以看到,元组数据是可哈希的,为不可变数据类型;而列表数据是不可哈希的,为可变数据类型。"
   ]
  }
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