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* * Remove duplicate elements from the list: L = [1,2,3,1,2,3]
-Mandatory conversion list for collection type: List (set (L))
-Convert the list to a dictionary and take out all the key values inside: Dict.fromkeys (L). Keys ()
* * Two ways to implement switch:
-If...elif...else ...
-Implemented by dictionary: d= {"Key", Func}
If Oper in D.keys ():
D[oper] ()
Else
Print "Error"
# Collection
# # Introduction of the collection:
Community
Linux Interest Group LINUXL = ["Wang Weber", "Wang Jianqiang"]
Python interest Group pythonl = ["Wang Weber", "Huangxin"]
。。。。
-Statistics of all associations L = []
-student = "Wang Weber"
-List: LINUXL + pythonl = ["Wang Weber", "Wang Jianqiang", "Wang Weber", "Huangxin"]
-Collection: {"Wang Jianqiang", "Wang Weber", "Huangxin"}
-ACM Competition:
# # Definition of the collection
* * Immutable data types must be hashed; a hash () built-in function can determine whether a type can be hashed;
# # Set of relationship tests
```
S1 = {1, 2, 3}
S2 = {2, 3, 4}
S3 = {1, 2}
S4 = {5}
Print "Intersection of S1,S2,S3:", s1.intersection (S2, S3)
Print "S1,s2,s3 intersection:", S1 & S2 & S3
Print "S1,S2,S3:", s1.union (S2, S3)
"S1,s2,s3 of print": ", S1 | S2 | S3
Print "S1-s2 of Difference:", s1.difference (S2)
Print "S1-s2 of Difference:", s1-s2
Print "S1-s2-s3 of Difference:", s1.difference (S2, S3)
Print "S1-s2-s3 of Difference:", S1-S2-S3
Print "S2-s1 of Difference:", s2.difference (S1)
print "S1 and S2 equivalent differential:", s1.symmetric_difference (S2)
print "S1 and S2 equivalent differential:", S1 ^ s2
print "S2 and S1 equivalent differential:", S2.symmetric_difference (S1)
# s.isdisjoint (S2) If there is an intersection, return false; otherwise, return true;
Print "S1 and S4 No intersection:", S1.isdisjoint (S4)
Print "S3 is a subset of S1:", S3.issubset (S1)
Print "S1 is the parent set of S3:", S1.issuperset (S3)
```
# # Collection of additions and deletions to search:
-Added: S.add (1), s.update (S1)
Delete
S.remove (1), # Delete existing element, if not present, direct error;
S.discard (1) # Delete the existing element if it does not exist, do nothing;
S.pop (), # Deletes the collection element without adding any parameters;
-copy: S1 = s.copy () #s和s1的id不同
-Empty: S.clear ()
# Frozen Set (Frozenset)
-Freeze the set, can not be deleted or modified;
-Frozenset (SET)
-Set (Frozenset)
# Advanced Features
# # Slice
# # Iterations
-any object that can be iterated can be traversed with a for loop;
-Iteration of the dictionary: The default is to iterate through key;
For I in D:
Print I
-Enumeration of dictionaries: enumerations can only return two values, one is index subscript, and the other is an iterative element;
D = {1: "A", 2: "B"}
For i,j in Enumerate (d):
Print I,j,d[j]
-How to determine if it is possible to iterate
From collections Import iterable
Isinstance ("Hello", iterable)
# # List-generated
List generation, in fact, is a way to generate a list, is Python built-in;
-Simple List-generation
[I*i for I in range (10)]# returns a list of 1-10 squares;
[Fun (i) for I in l]# performs a function operation on each element of the list;
-Nesting of For...if
[I*i for I in range (1,10) if i%2==0]# returns all the even numbers between 1-10
[I for I in range (1,10) if IsPrime (i)]# returns all prime numbers between 1-10, the function that determines prime numbers is custom;
-For...for ... The nested
[I+j for I in ' ABC ' for j in "123"]# returns all combinations of "abc" and "123";
# # Generator
-List generation can create a list directly, but the list capacity is limited by memory;
-The mechanism of looping one side in Python, called the Generator (Generator), is how much you need and how much it generates;
# # # Methods for creating generators:
-Change the list-generated [] to ();
-Add the yield keyword to the defined function;
# # # How to view builder elements:
-Use the next method of the generator; (infrequently used)
-The generator is an iterative object that is viewed directly through a for loop;
1, 1,
max = 6
def fib (max):
N,a,b = 0,1,1
While n < 6:
Print a
A, B = C, a + b
n = n + 1
# higher-order functions
# # Built-in high-order functions
-Map
-Reduce
Reduce (f,[1,2,3,4]) = = = > Add (add), 3, 4)
Reduce (Cheng,range (1,11))
* * for factorial of 10:
-Filter
in [+]: def is_oushu (n):
....: if n%2 = = 0:
....: Return True
.....: Else:
....: Return False
....:
in [+]: Filter (Is_oushu,range (1,11))
OUT[16]: [2, 4, 6, 8, 10]
-Sorted ()
```
n []: L = ["A", "Ab", "CD", "C"]
in [+]: sorted (L)
OUT[21]: [' Ab ', ' C ', ' A ', ' CD ']
In []: def cmp_ignore_case (S1,S2):
.....: S1 = S1.lower ()
.....: S2 = s2.lower ()
....: If S1 < s2:
.....: return-1
....: elif S1 > S2:
....: return 1
.....: Else:
....: return 0
....:
In [23°c]: sorted (l,cmp_ignore_case)
OUT[23]: [' A ', ' Ab ', ' C ', ' CD ']
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Python Basics 5 (collections, advanced features, higher-order functions)