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Omitting unary and affine types

BuchKartoniert, Paperback
156 Seiten
Englisch
LAP Lambert Academic Publishingerschienen am22.01.2014
In this manuscript we examine the possibility of describing some properties of finite algebras by systems consisting of constant number of term-equations. More precisely we are interested in describing finite algebras omitting Hobby-McKenzie types 1 and 2 by systems of linear identities on two at most ternary terms. It is shown that there exists a single system on two ternary terms that might describe this property. However, whether it does or not remains for further examination.mehr

Produkt

KlappentextIn this manuscript we examine the possibility of describing some properties of finite algebras by systems consisting of constant number of term-equations. More precisely we are interested in describing finite algebras omitting Hobby-McKenzie types 1 and 2 by systems of linear identities on two at most ternary terms. It is shown that there exists a single system on two ternary terms that might describe this property. However, whether it does or not remains for further examination.
Details
ISBN/GTIN978-3-659-51285-8
ProduktartBuch
EinbandartKartoniert, Paperback
Erscheinungsjahr2014
Erscheinungsdatum22.01.2014
Seiten156 Seiten
SpracheEnglisch
Artikel-Nr.15448133

Autor

I graduated in 2001. at the University of Belgrade, Faculty of Mathematics. After graduating and before starting my Ph.D. studies I worked as a programmer. Currently I¿m finishing the mentioned studies at the Faculty of Mathematics. The area of my research is universal algebra, more precisely tame congruence theory, which is also the theme here.