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    Sets in Python


    Sets in Python

    Introduction of Sets in Python

    A Set is a collection of unordered data types that can be iterated, mutated, and do not contain any duplicate components. The set class in Python demonstrates the mathematical concept of a set. The primary benefit of using a set over a list is that it has a highly advanced method for determining if a particular component is in the set. Hash tables are the foundation for this system. Items in sets cannot be accessed via indexes, as they are not ordered as in lists.

    Features of the Sets in Python

    In Python, a set is a predefined data structure with the three properties listed below.

    • Unordered
    • Unchangeable
    • Unique


    The sets do not retain the order in which the elements were added to the set, in contrast to the lists. Whenever the set object is accessed, the items will always be arranged in a different order than before. As a result, each element in the set does not have an index value. 


    Items in a set must be unaltered once they are created. Set items could not be changed which means the values of items in the set could not be modified. However, any number of items could be added or removed from the Set. A set can be changed, but the elements within it need to be of an unchangeable/immutable type.


    There can never be more than one item in the set with the same value.

    Also, the sets are heterogeneous in nature such that it contains strings, integers, and booleans values. The sets in python include all types of data.

    Creation of a set in Python

    A set is formed by enclosing all the items/elements inside a pair of curly braces or by using the set() function.









    After the execution of the above code, the result will be produced. It is to be noted that the order of the items/elements in the set is not the same and has changed.

    set([‘Jan’, ‘Mar’, ‘Feb’])

    set([“Autumn”, “Summer”,” Spring”,” winter”])


    Accessing The Values in a Set in Python

    Individual values inside the set cannot be accessed. Rather, all the elements of the set can be accessed together. However, by means of looping through the set, individual elements’ lists can be obtained.



    for s in Seasons:



    The below output is obtained on the execution of the above code:





    Addition of Items to a Set

    Elements to the set can be added by means of using add() function. No specific index is attached to the recently added element.


    Dates =set([“12″,”13″,”16″,”22″,”30″,”27”])




    The following result is obtained on thexecution of the “add” code

    set([’12’, ’16’, ’13’, ’22’, ’18’, ’30’, ’27’])

    Removing Item from a Set

    Any element from the set can be removed by deploying the discard() or remove() method. Similar to add method. no specific index is used here, as elements of the set are not indexed.






    The below result is obtained by means of code execution 

    set([‘East’, ‘North’, ‘South’])

    Set Operations in Python

    The sets in Python are commonly used for mathematical operations such as 

    • Union, 
    • Intersection, 
    • Difference, and 
    • Comparison, among others.

    It is possible to create a set, access its components, and perform the above-mentioned mathematical operations.

    Union of Sets in Python

    In the sets in python, all the unique elements from the two sets can be combined into a single set on the execution of the Union operation of two sets. The common element in both sets here is number 17


    Num_set A = set([“18″,”3″,”17”])

    Num_set B = set([“5″,”7″,”9″,”17″,”13”])

    All Num_set = Num_setA|Num_setB



    The operation union of sets gives out the below result, where it is to note that the number 17 is included only once in the resultant set in python.

    set([‘5′, ’18’, ’17’, ‘3’, ‘9’, ‘7’. ‘13’])

    Intersection of Sets in Python

    The common element in both sets will be included in the resultant set on the application of intersection operation to the two sets. Be noted that the element “Mon” is available in both the sets below.


    DaysA = set([“Mon”,”Thu”,”Wed”])

    DaysB = set([“Mon”,”Tue”,”Fri”,”Sun”,”Sat”])

    AllDays = DaysA & DaysB



    On the execution of Intersection Operation, the below is obtained resultantly, as Mon is common in both sets.


    Difference of Sets in Python

    A difference operation on two sets yields A new set that includes only entries from the first set and nothing from the second. The item “March” is available in both of the sets in the illustration below, and hence it will not be observed in the resultant set.


    MonthsA = set([“Jan”,”Feb”,”March”])

    DaysB = set([“Feb”,”March”,”August”,”November”,”September”])

    Allmonths = MonthsA – MonthsB



    On execution of the difference of set operation, the new set produced does not include the month “March” as it is present in both the sets, and no element from the second set is found.

    set([‘Jan’, ‘Feb’])

    Compare Sets in Python

    It is possible to determine whether a particular set is a subsection or superset of another set. A True or False result is determined by the presence of elements within the sets.


    MonthsA = set([“Jan”,”June”,”July”])

    MonthsB = set([“Jan”,”Feb”,”April”,”June”,””,”July”,”September”])

    SubsetRes = MonthsA <= MonthsB

    SupersetRes = MonthsB >= MonthsA




    On execution of the Campare Operation, in sets, the following result is obtained


    Frozen Sets in Python

    A Frozenset is a class that has the properties of a set, but once its components have been assigned, those components are frozen and cannot be modified. Tuples and frozen sets can be viewed as immutable lists and sets, respectively.


    A = frozenset([2, 4, 6 , 4, 8, 10])

    B = frozenset([3, 5, 7, 9, 11, 13])



    This will result in:

    frozenset({2, 4, 6, 8, 10, 12})

    frozenset({3, 5, 7, 9, 11, 13})

    Set Methods in Python

    Some of the most frequently used Python set methods that have not yet covered will be discussed below.


    This method gives you a duplicate of the given set.


    string_set = {“Nimme”, “Mike”, “Johny”, “Mark”}

    A = string_set.copy()


    The output denotes that A is a copy of the set string_set:{‘Johny’, ‘Mike’, ‘Nimmi’, ‘Mark’}


    This technique checks to see if the two sets in statement have an intersection. If there are no common items between the sets, this method reports True; or else, it reports False.


    Months_A = {“Jan”, “Feb”, “April”, “May”}

    Months_B = {“June”, “July”, “March”, “September”}

    C = Months_A.isdisjoint(Months_B)


    Since there is no items common in the two sets, the output is 



    If you want to know the number of items in a set, you can use this method to get it.


    Months A = {“January,” “March,” “May,” and “August”}

    print(len(Months A))

    The output indicates length of the set as following



    Detailed explanations of sets in Python are provided in this guide. Both the mathematical and Pythonic definitions of sets are identical. The simplest definition of a set is that it is a group of unordered components. Even though the set can be changed(mutable), the items within it cannot. However, it is possible to add and remove items from a set arbitrarily. Elements are typically indexed in the vast majority of data structures. Set elements, on the other hand, really aren’t indexed. This prevents us from performing operations that focus on a particular set of components.


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