AbstractWe introduce a monomial ideal whose standard monomials encode the vertices of all fibers of a lattice. We study the minimal generators, the radical, the associated primes and the primary decomposition of this ideal, as well as its relation to initial ideals of lattice ideals
summary:Dually residuated lattice-ordered monoids ($DR\ell $-monoids for short) generalize lattice-o...
We study the degree of nonhomogeneous lattice ideals over arbitrary fields, and give formulas to com...
summary:Dually residuated lattice-ordered monoids ($DR\ell $-monoids for short) generalize lattice-o...
AbstractWe introduce a monomial ideal whose standard monomials encode the vertices of all fibers of ...
We give an algorithm to compute primary decomposition of monomial ideals equigenerated in degree 2 a...
We give an algorithm to compute primary decomposition of monomial ideals equigenerated in degree 2 a...
AbstractLet k be a field, L⊂Zn be a lattice such that L∩Nn={0}, and IL⊂R=k[x1,…,xn] the correspondin...
We study various binomial and monomial ideals arising in the theory of divisors, orientations, and m...
Abstract. The Laplacian matrix of a graph G describes the combinatorial dy-namics of the Abelian San...
AbstractIn this article we associate to every lattice ideal IL,ρ⊂K[x1,…,xm] a cone σ and a simplicia...
We study the ideals of the partition, Brauer, and Jones monoid, establishing various combinatorial r...
This work covers three important aspects of monomials ideals in the three chapters "Stanley decompos...
AbstractIn this paper we present a combinatorial study of binomial ideals of dimension 1 of k[X1,…,X...
summary:In the paper the notion of an ideal of a lattice ordered monoid $A$ is introduced and relati...
Abstract. In this paper we primarily study monomial ideals and their minimal free resolutions by stu...
summary:Dually residuated lattice-ordered monoids ($DR\ell $-monoids for short) generalize lattice-o...
We study the degree of nonhomogeneous lattice ideals over arbitrary fields, and give formulas to com...
summary:Dually residuated lattice-ordered monoids ($DR\ell $-monoids for short) generalize lattice-o...
AbstractWe introduce a monomial ideal whose standard monomials encode the vertices of all fibers of ...
We give an algorithm to compute primary decomposition of monomial ideals equigenerated in degree 2 a...
We give an algorithm to compute primary decomposition of monomial ideals equigenerated in degree 2 a...
AbstractLet k be a field, L⊂Zn be a lattice such that L∩Nn={0}, and IL⊂R=k[x1,…,xn] the correspondin...
We study various binomial and monomial ideals arising in the theory of divisors, orientations, and m...
Abstract. The Laplacian matrix of a graph G describes the combinatorial dy-namics of the Abelian San...
AbstractIn this article we associate to every lattice ideal IL,ρ⊂K[x1,…,xm] a cone σ and a simplicia...
We study the ideals of the partition, Brauer, and Jones monoid, establishing various combinatorial r...
This work covers three important aspects of monomials ideals in the three chapters "Stanley decompos...
AbstractIn this paper we present a combinatorial study of binomial ideals of dimension 1 of k[X1,…,X...
summary:In the paper the notion of an ideal of a lattice ordered monoid $A$ is introduced and relati...
Abstract. In this paper we primarily study monomial ideals and their minimal free resolutions by stu...
summary:Dually residuated lattice-ordered monoids ($DR\ell $-monoids for short) generalize lattice-o...
We study the degree of nonhomogeneous lattice ideals over arbitrary fields, and give formulas to com...
summary:Dually residuated lattice-ordered monoids ($DR\ell $-monoids for short) generalize lattice-o...
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