Groups and related-systems (Q2711276)
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scientific article
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | Groups and related-systems |
scientific article |
Statements
2 April 2002
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Boolean algebras
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lattices
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binary relations
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related-systems
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categories
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0.9007223
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0.88441277
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0.8800782
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Groups and related-systems (English)
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A related-system is a pair \((G,\rho)\), where \(G\) is a set and \(\rho\) is a binary relation on \(G\) (clearly, the class of related-systems together with the rel-morphisms forms a category). In particular, a multiplicative group \(G\) that has a class of the related-system defined on the set \(G\), is called \(G\)-related system. This paper presents a study of the operations with these related-systems, their categorical properties, and problems of representations.
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