In set theory, the cartesian product of two sets is the product of two non-empty sets in an ordered way. ...

Product mathematically signifies the result obtained when two or more values are multiplied together. For example, 45 is the product ...

Relations and its types concepts are one of the important topics of set theory. Sets, relations and functions all three ...

Reflexive Relation is a mathematical or set-theoretical relation in which every element is related to itself, meaning that for every ...

Symmetric relation is a type binary relation in discrete Mathematics defined on sets. Which satisfies that if aRb exists then ...

Antisymmetric Relation is a type of binary relation on a set where any two distinct elements related to each other ...

Transitive Relation is one of the necessary conditions for equivalence relation, as for any relation to be that needs to ...

Equivalence Relation is a type of relation that satisfies three fundamental properties: reflexivity, symmetry, and transitivity. These properties ensure that ...

A relation is a subset of the cartesian product of a set with another set. A relation contains ordered pairs ...

Inverse Relation: An inverse relation is the opposite of a given relation obtained by interchanging or swapping the elements of ...

Composition of Relations is a mathematical concept that links elements across different sets by combining multiple relations. This powerful tool ...

What is a Function ? A function is a special relation or method connecting each member of set A to ...

In mathematics, a function represents a relationship between a set of inputs and their corresponding outputs. Functions are fundamental in ...

Functions are defined as the relations which give a particular output for a particular input value. A function has a ...

One to One Function or One-One Function is one of the types of functions defined over domain and codomain and ...

Onto Function is one of the many types of functions defined based on the relationship between its domain and codomain. ...

Bijective Function is a special type of function that represents the relationship between two sets in such a way that ...

Many-to-One or Many One Function is one of the various types of functions that represent relationships between different entities. As ...