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PYTHON

Python Sets
By: James Payne
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    2007-12-03


    Table of Contents:
  • Python Sets
  • Adding to a Set
  • Copying Sets and Testing for Membership
  • Removing Data from A Set
  • Don't Make Me Repeat Myself!
  • Using Operators on Sets

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    Python Sets - Using Operators on Sets
    ( Page 6 of 6 )

    In addition to the normal mathematical operators you can use with Sets, the following are also useful:

    Union

    If you wish to merge two Sets, you can do so with the Union operation:


    usr/local/bin/python


    firstset = Set([1, 2, 3])

    secondset = Set([1, 4, 5, 6])

    firstset.union(secondset)


    print firstset

    This will create a union between the two Sets and print the following (remember: it will not store duplicate data):

      1 2 3 4 5 6

    Intersection

    If you want to find out if two Sets have any data that are the same, you can use the Intersection operation. Behold!


    usr/local/bin/python


    firstset = Set([1, 2, 3])

    secondset = Set([1, 4, 5, 6])


    firsttest.intersection(secondset)

    This will return any data that is the same in both Sets. The result here would be:

      1

    This is because both sets have an element with the value 1 in it.

    Symmetric Difference

    If you want to print the values in two Sets that are not the same, you can use the Symmetric Difference function.


    usr/local/bin/python


    firstset = Set([1, 2, 3])

    secondset = Set([1, 4, 5, 6])


    firstset.symmetric_difference(secondset)

    This would result in the values 2, 3, 4, 5, 6. It will not show 1, because one is in both Sets.

    Set Difference

    If you want to find what values are in firstset that are not in secondset, you can use the Set Difference operation. I know you are dying to see it, so here it is:


    usr/local/bin/python


    firstset = Set([1, 2, 3])

    secondset = Set([1, 4, 5, 6])


    firstset.difference(secondset)

    This results in the values 2 and 3. This is because the values 2 and 3 are not in the secondset Set, whereas the number 1 is.

    So we did not get to discuss Operators in this article; however, we will definitely discuss them in our next episode, as they will be the focus. In the meantime, here is that Operator Table again, just to refresh your memory:


    Symbol

    Type

    What it Does

    +

    Mathematical

    Addition

    -

    Mathematical

    Subtraction

    *

    Mathematical

    Multiplication

    /

    Mathematical

    Division

    //

    Mathematical

    Truncating Division

    **

    Mathematical

    Powers

    %

    Modulos

    Returns the remainder from a division

    <<

    Shift

    Left Shift

    >>

    Shift

    Right Shift

    &

    Logical

    And

    |

    Logical

    Or

    ^

    Logical

    Bitwise XOR

    ~

    Logical

    Bitwise Negation

    <

    Comparison

    Less than

    >

    Comparison

    Greater than

    '=='

    Comparison

    Equal to

    !=

    Comparison

    Not Equal To

    >=

    Comparison

    Greater than or Equal To

    <=

    Comparison

    Less than or Equal To

    '='

    Assignment

    Assigns a value

    +=

    Assignment

    Adds and assigns a value

    -=

    Assignment

    Subtracts and Assigns a value

    *=

    Assignment

    Multiplies and assigns a value

    /=

    Assignment

    Divides and assigns a value

    //=

    Assignment

    Truncate Divides and assigns a value

    **=

    Assignment

    Powers and assigns

    %=

    Assignment

    Modulus and assigns

    >>

    Assignment

    Shifts and assigns

    <<

    Assignment

    Shifts and assigns

    And

    Boolean


    Or

    Boolean


    Not

    Boolean


    Till then...



     
     
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