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What is Understanding Semigroups and Monoids about?

This document provides an introduction to semigroup theory. It defines a semigroup as a pair (S,*) where S is a non-empty set and * is an associative binary operation on S. Examples of semigroups include monoids, groups, rings, and the bicyclic semigroup. The document discusses basic concepts in semigroup theory such as monoids, groups, adjoining identities, and zeros. It also provides examples to illustrate semigroup concepts and properties.

Author

Adi Subbu

Language

EN