Author:
Pilitowska Agata,Romanowska Anna B.
Abstract
AbstractThe first part of this paper specified the semi-affinization semiring of a mode variety as the universal scalar semiring for semimodules whose idempotent subreducts lie in the given variety of modes. The current part of the paper focusses on some selected varieties of modes (affine spaces, barycentric algebras, semilattice modes), and computes the semi-affinization semirings of these varieties.
Reference6 articles.
1. The lattice of varieties of commutative abelian distributive grou - poids;Ježek;Algebra Universalis,1975
2. Dyadic polygons Internat;Matczak;Algebra Comput,2011
3. Varieties of differential modes embed - dable into semimodules Internat Entropic modals preprint;Pilitowska;Algebra Comput,2009
4. Differential modes Internat;Kravchenko;Algebra Comput,2008
5. Romanowska Embedding modes into semimodules Part I Demon - stratio;Pilitowska;Math,2011