Median algebras acting on sets (Q1208066)

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scientific article; zbMATH DE number 165804
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Median algebras acting on sets
scientific article; zbMATH DE number 165804

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    Median algebras acting on sets (English)
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    16 May 1993
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    A distributive polylattice is a set \(S\) with a family \(N\) of mutually distributive semilattice operations [see \textit{J. Płonka}, Fundam. Math. 62, 293-300 (1968; Zbl 0187.287)]. The author shows that the set \(N\) generates a symmetric median algebra \(M\) acting on \(S\).
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    family of mutually distributive semilattice operations
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    distributive polylattice
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    symmetric median algebra
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