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Theory of Demi-Group Structures, II: Uniform Demi Groups and Duality


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1 University of Madras, Madras 5, India
     

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The first part of the paper [6] dealt with relations between structure theorems of various types for d-structures, that is commutative (additive) demi-groups with zero element with a superposed structure (order-based, topological or uniform structure usually) when the composite structure satisfies certain axioms regarding a type of mapping called d-homomorphism.
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  • Theory of Demi-Group Structures, II: Uniform Demi Groups and Duality

Abstract Views: 214  |  PDF Views: 0

Authors

V. S. Krishnan
University of Madras, Madras 5, India

Abstract


The first part of the paper [6] dealt with relations between structure theorems of various types for d-structures, that is commutative (additive) demi-groups with zero element with a superposed structure (order-based, topological or uniform structure usually) when the composite structure satisfies certain axioms regarding a type of mapping called d-homomorphism.