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Algebraic maximal
semilattices
James Wilson Stepp |
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Vol. 58 (1975), No. 1, 243–248
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Abstract |
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A topological semigroup S is maximal if it is closed in each topological semigroup that contains it. The semigroup S is called absolutely maximal if each continuous image is maximal. In this paper we are concerned with those discrete semilattices that are absolutely maximal. Thus we are concerned with those algebraic conditions on a semilattice which force it to be topologically closed. |
Mathematical Subject Classification 2000
Primary: 22A15
Secondary: 06A20
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Milestones
Received: 11 February 1974
Published: 1 May 1975
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Authors |
| James Wilson Stepp | |
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