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  • 5.e集合类型内置方法

    集合

    集合可以理解成一个集合体。

    pythoners = ['jason', 'nick', 'tank', 'sean']
    linuxers = ['nick', 'egon', 'kevin']
    
    # 即报名pythoners又报名linux的学生
    py_li_list = []
    for stu in pythoners:
        if stu in linuxers:
            py_li_list.append(stu)
    print(f"pythoners and linuxers: {py_li_list}")
    pythoners and linuxers: ['nick']
    

    上述的列表方式求两个集合体的关系运算非常复杂,因此有了我们的集合数据类型。

    1.用途:用于关系运算的集合体,由于集合内的元素无序且集合元素不可重复,因此集合可以去重,但是去重后的集合会打乱原来元素的顺序。

    2.定义:{}内用逗号分隔开多个元素,每个元素必须是不可变类型。

    s = {1, 2, 1, 'a'}  # s = set({1,2,'a'})
    
    print(f"s: {s}")
    s: {1, 2, 'a'}
    s = {1, 2, 1, 'a', 'c'}
    
    for i in s:
        print(i)
    1
    2
    c
    a
    s = set('hello')
    
    print(f"s: {s}")
    s: {'e', 'o', 'h', 'l'}
    

    优先掌握(*****)

    1. 长度len
    2. 成员运算in和not in
    3. |并集、union
    4. &交集、intersection
    5. -差集、difference
    6. ^对称差集、symmetric_difference
    7. ==
    8. 父集:>、>= 、issuperset
    9. 子集:<、<= 、issubset

    集合类型内置运算-集合运算英文.jpg

    1.长度len

    # set之长度len
    s = {1, 2, 'a'}
    
    print(f"len(s): {len(s)}")
    len(s): 3
    

    2.成员运算in和not in

    # set之成员运算in和not in
    s = {1, 2, 'a'}
    
    print(f"1 in s: {1 in s}")
    1 in s: True
    

    3.|并集

    # str之|并集
    pythoners = {'jason', 'nick', 'tank', 'sean'}
    linuxers = {'nick', 'egon', 'kevin'}
    
    print(f"pythoners|linuxers: {pythoners|linuxers}")
    print(f"pythoners.union(linuxers): {pythoners.union(linuxers)}")
    pythoners|linuxers: {'egon', 'tank', 'kevin', 'jason', 'nick', 'sean'}
    pythoners.union(linuxers): {'egon', 'tank', 'kevin', 'jason', 'nick', 'sean'}
    

    4.&交集

    # str之&交集
    pythoners = {'jason', 'nick', 'tank', 'sean'}
    linuxers = {'nick', 'egon', 'kevin'}
    
    print(f"pythoners&linuxers: {pythoners&linuxers}")
    print(f"pythoners.intersection(linuxers): {pythoners.intersection(linuxers)}")
    pythoners&linuxers: {'nick'}
    pythoners.intersection(linuxers): {'nick'}
    

    5.-差集

    # str之-差集
    pythoners = {'jason', 'nick', 'tank', 'sean'}
    linuxers = {'nick', 'egon', 'kevin'}
    
    print(f"pythoners-linuxers: {pythoners-linuxers}")
    print(f"pythoners.difference(linuxers): {pythoners.difference(linuxers)}")
    pythoners-linuxers: {'tank', 'jason', 'sean'}
    pythoners.difference(linuxers): {'tank', 'jason', 'sean'}
    

    6.^对称差集

    # str之^对称差集
    pythoners = {'jason', 'nick', 'tank', 'sean'}
    linuxers = {'nick', 'egon', 'kevin'}
    
    print(f"pythoners^linuxers: {pythoners^linuxers}")
    print(
        f"pythoners.symmetric_difference(linuxers): {pythoners.symmetric_difference(linuxers)}")
    pythoners^linuxers: {'egon', 'tank', 'kevin', 'jason', 'sean'}
    pythoners.symmetric_difference(linuxers): {'egon', 'tank', 'kevin', 'jason', 'sean'}
    

    7.==

    # str之==
    pythoners = {'jason', 'nick', 'tank', 'sean'}
    linuxers = {'nick', 'egon', 'kevin'}
    javers = {'nick', 'egon', 'kevin'}
    
    print(f"pythoners==linuxers: {pythoners==linuxers}")
    print(f"javers==linuxers: {javers==linuxers}")
    pythoners==linuxers: False
    javers==linuxers: True
    

    8.父集:>、>=

    # str之父集:>、>=
    pythoners = {'jason', 'nick', 'tank', 'sean'}
    linuxers = {'nick', 'egon', 'kevin'}
    javaers = {'jason', 'nick'}
    
    print(f"pythoners>linuxers: {pythoners>linuxers}")
    print(f"pythoners>=linuxers: {pythoners>=linuxers}")
    print(f"pythoners>=javaers: {pythoners>=javaers}")
    print(f"pythoners.issuperset(javaers): {pythoners.issuperset(javaers)}")
    pythoners>linuxers: False
    pythoners>=linuxers: False
    pythoners>=javaers: True
    pythoners.issuperset(javaers): True
    

    9.子集:<、<=

    # str之子集:<、<=
    pythoners = {'jason', 'nick', 'tank', 'sean'}
    linuxers = {'nick', 'egon', 'kevin'}
    javaers = {'jason', 'nick'}
    
    print(f"pythoners<linuxers: {pythoners<linuxers}")
    print(f"pythoners<=linuxers: {pythoners<=linuxers}")
    print(f"javaers.issubset(javaers): {javaers.issubset(javaers)}")
    pythoners<linuxers: False
    pythoners<=linuxers: False
    javaers.issubset(javaers): True
    

    需要掌握(****)

    1. add
    2. remove
    3. difference_update
    4. discard
    5. isdisjoint

    1.add()

    # set之add()
    s = {1, 2, 'a'}
    s.add(3)
    
    print(s)
    {1, 2, 3, 'a'}
    

    2.remove()

    # set之remove()
    s = {1, 2, 'a'}
    s.remove(1)
    
    print(s)
    {2, 'a'}
    

    3.difference_update()

    # str之difference_update()
    pythoners = {'jason', 'nick', 'tank', 'sean'}
    linuxers = {'nick', 'egon', 'kevin'}
    pythoners.difference_update(linuxers)
    
    print(f"pythoners.difference_update(linuxers): {pythoners}")
    pythoners.difference_update(linuxers): {'tank', 'jason', 'sean'}
    

    4.discard()

    # set之discard()
    s = {1, 2, 'a'}
    # s.remove(3)  # 报错
    s.discard(3)
    
    print(s)
    {1, 2, 'a'}
    

    5.isdisjoint()

    # set之isdisjoint(),集合没有共同的部分返回True,否则返回False
    pythoners = {'jason', 'nick', 'tank', 'sean'}
    linuxers = {'nick', 'egon', 'kevin'}
    pythoners.isdisjoint(linuxers)
    
    print(f"pythoners.isdisjoint(linuxers): {pythoners.isdisjoint(linuxers)}")
    pythoners.isdisjoint(linuxers): False
    
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  • 原文地址:https://www.cnblogs.com/yellowcloud/p/10838186.html
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