A Study on Quasi - Groups Satisfying Certain Identities and Abelian Quasi Groups

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Mini Thomas


A quasi- group is a group like structure(Q,*) which satisfies the latin square property, but neednot have an identity element, nor need it be associative. It coincides with the notion of a divisible magma. In this paper we make a study of quasi- groups which satisfy certain identities and Abelian Quasi- groups.

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