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Endomorphism and
automorphism structure of direct squares of universal
algebras
Matthew Gould |
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Vol. 59 (1975), No. 1, 69–84
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Abstract |
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Necessary and sufficient conditions are obtained for a given monoid to be representable as the endomorphism monoid of a universal algebra of the form A × A. These conditions are ulilized to prove that every group having an element of order two is representable as the automorphism group of such an algebra. |
Mathematical Subject Classification
Primary: 08A25
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Milestones
Received: 9 January 1975
Published: 1 July 1975
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Authors |
| Matthew Gould | |
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