Some types of congruences in semigroups - Gigon, Roman
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The book, containing four chapters, is devoted congruences of some types in semigroups (we study certain congruences on very wide classes of semi- groups such that the quotient semigroups belong to most important classes of semigroups). In this book are described matrix congruences, group congruences, rectangular group congruences, Clifford congruences, E-unitary congruences, UBG-congruences, OBG-congruences, etc. on certain semigroups with very big classes of semigroups (e.g. E-inversive semigroups, eventually regular semigroups, structurally regular semigroups, idempotent-surjective semigroups).…mehr

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Produktbeschreibung
The book, containing four chapters, is devoted congruences of some types in semigroups (we study certain congruences on very wide classes of semi- groups such that the quotient semigroups belong to most important classes of semigroups). In this book are described matrix congruences, group congruences, rectangular group congruences, Clifford congruences, E-unitary congruences, UBG-congruences, OBG-congruences, etc. on certain semigroups with very big classes of semigroups (e.g. E-inversive semigroups, eventually regular semigroups, structurally regular semigroups, idempotent-surjective semigroups).
Autorenporträt
My name is Roman Gigö. I am a mathematician. I specialize in Semigroup Theory. I am an expert in the theory of congruence on semigroups.