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Algebraic Structures Overview by Srinivasan K is a document available to read on EtoBox.

The document defines various algebraic structures and their properties. It defines semigroup, group, subgroup, cyclic group, homomorphism, isomorphism, monoid, commutative ring, integral domain, and cyclic monoid. It proves various properties like the identity of a subgroup is the same as the group, a group is abelian if (a*b)2=a2*b2, and the inverse in a monoid is unique.

Author
Srinivasan K
Language
EN