Previous month Previous day Next day Next month
See by year See by month Jump to month

Gyenizse Gergő: A szelíd kongruenciák elmélete kvázirendezésekre (Elements of TCT for quasiorder lattices)

 Download as iCal file
Wednesday, 11. November 2015, 10:00 - 12:00
Abstract. Finite algebras are studied with tame congruence theory, the basis of which is to sort the edges of a congruence lattice of a finite algebra into one of five types. We show that this sorting can be naturally extended into the quasiorder lattice of the algebra. This can be used to show that some properties of congruence lattices of a variety are inherited by the quasiorder lattices. Some concepts, like solvability, are not naturally definable for quasiorder lattices.
Location : Bolyai Intézet, I. emelet, Riesz terem, Aradi Vértanúk tere 1., Szeged

Back

JEvents v3.1.8 Stable   Copyright © 2006-2013