Semihypergroups and \(S\)-hypersystems (Q2717062)
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scientific article; zbMATH DE number 1604434
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | Semihypergroups and \(S\)-hypersystems |
scientific article; zbMATH DE number 1604434 |
Statements
13 June 2001
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\(S\)-hypersystems
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semihypergroups
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semiprime subsets
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equivalences
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Semihypergroups and \(S\)-hypersystems (English)
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The authors study the smallest equivalence relation \(\beta^*\) on semihypergroups \(H\) such that \(H/\beta^*\) is a semigroup. \(\beta^*\)-closed completely strong semiprime subsets of \(H\) are characterized as intersections of \(\beta^*\)-closed completely semiprime subsets.NEWLINENEWLINENEWLINEA similar relation is studied for \(S\)-hypersystems.
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