Example of group in discrete mathematics
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In mathematics,a group is an algebraic
structure consisting of a set of elements
equipped with an operation that combines any two elements to form
a third element and that satisfies four
conditions called the group axioms,namely closure,associativity,identity and invertiblity.
structure consisting of a set of elements
equipped with an operation that combines any two elements to form
a third element and that satisfies four
conditions called the group axioms,namely closure,associativity,identity and invertiblity.
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