Title : ( Monomial ideals and toric rings of Hibi type arising from a finite poset )
Authors: Viviana Ene , Jurgen Herzog , fateme mohamadi ,
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Abstract
In this paper we study monomial ideals attached to posets, introduce generalized Hibi rings and investigate their algebraic and homological properties. The main tools to study these objects are Gröbner basis theory, the concept of sortability due to Sturmfels and the theory of weakly polymatroidal ideals.
Keywords
Monomial ideals and toric rings of Hibi type arising from a finite poset
@article{paperid:1029316,
author = {Viviana Ene and Jurgen Herzog and Mohamadi, Fateme},
title = {Monomial ideals and toric rings of Hibi type arising from a finite poset},
journal = {European Journal of Combinatorics},
year = {2011},
volume = {32},
number = {3},
month = {April},
issn = {0195-6698},
pages = {404--421},
numpages = {17},
keywords = {Monomial ideals and toric rings of Hibi type arising from a finite poset},
}
%0 Journal Article
%T Monomial ideals and toric rings of Hibi type arising from a finite poset
%A Viviana Ene
%A Jurgen Herzog
%A Mohamadi, Fateme
%J European Journal of Combinatorics
%@ 0195-6698
%D 2011
