11 citations · 15 across the 3 of their papers we have counts for
3 papers
math.AC2008★ 11 cited
Stanley depth of monomial ideals in three variables
Mircea Cimpoeas
We show that $\depth(S/I)=0$ if and only if $\sdepth(S/I)=0$, where is a monomial ideal. We give an algorithm to compute the Stanley depth of , whe…
math.AC2007
Contribution in combinatorics in commutative algebra.(ph-d thesis)
Mircea Cimpoeas
In the first chapter we present new results related on monomial ideals of Borel type. Also, we introduce a new class of monomial ideals, called $\de$-fixed ideals, which generalize…
math.AC2006★ 4 cited
Monomial ideals with linear upper bound regularity
Mircea Cimpoeas
In this paper, we extend a result of Eisenbud-Reeves-Totaro in the frame of ideals of Borel type. As a consequence, we obtain a linear upper bound for the regularity of a new class…