Group Theory

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Introduction

A group is a set of elements equipped with a binary operator that satisfies the following properties.

  • Closure
  • Identity Element
  • Every element has an inverse
  • Associativity

Binary Operator

A binary operator is a type of operator that takes tow operands to perform an operation (or calculation) e.g. + - / * % 

e.g a . b

a and b are the operands
. is the operator

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