INVESTIGADORES
CAMPERCHOLI Miguel Alejandro Carlos
artículos
Título:
Congruence permutable MS-algebras
Autor/es:
CAMPERCHOLI, MIGUEL; VAGGIONE, DIEGO
Revista:
ALGEBRA UNIVERSALIS
Editorial:
BIRKHAUSER VERLAG AG
Referencias:
Año: 2007 vol. 56 p. 119 - 131
ISSN:
0002-5240
Resumen:
We characterize the congruence permutable MS-algebras in a result analogue to that of Nachbin for distributive lattices. In our main result we prove, among other things, that the congruence permutability of an MS-algebra L is equivalent to the existence of two binary operations in L which satisfy certain equational properties. We show that the class of all congruence permutable MS-algebras with these additional operations forms an equational class. Finally we give a Mal´cev term for this new variety.
