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Abstract
The purpose of this paper is to describe the structure of strictly orthodox bisimple semigroups of type-ω.
Since E(S) E(T), E(S) is a sub semigroup of S. Hence S is an orthodox semigroup in the sense of Hall (3). Now, if Green's relations Rand L are congruence relations on both T and E(S) then we call S a strictly orthodox bisimple semigroup of type-ω.





