On the Gorenstein Property of Rees Algebras.
On the Gorenstein property of the associated graded Ring of a power of an ideal.
On the Gorenstein property of the diagonals of the Rees algebra.
On the Grade of Some Ideals.
On the Graded Algebra relative to a valuation.
On the graded Betti numbers for large finite subsets of curves
We prove a recent conjecture of S. Lvovski concerning the periodicity behaviour of top Betti numbers of general finite subsets with large cardinality of an irreducible curve C ⊂ ℙⁿ.
On the grades of order ideals.
On the graph labellings arising from phylogenetics
We study semigroups of labellings associated to a graph. These generalise the Jukes-Cantor model and phylogenetic toric varieties defined in [Buczynska W., Phylogenetic toric varieties on graphs, J. Algebraic Combin., 2012, 35(3), 421–460]. Our main theorem bounds the degree of the generators of the semigroup by g + 1 when the graph has first Betti number g. Also, we provide a series of examples where the bound is sharp.
On the Graver complexity of codimension 2 matrices.
On the height of the Sylvester resultant.
On the hereditary -Buchsbaum property for ideals and .
On the Hilbert function of curvilinear zero-dimensional subschemes of projective spaces
Here we show the existence of strong restrictions for the Hilbert function of zerodimensional curvilinear subschemes of P n with one point as support and with high regularity index.
On the Hilbert series of the homology of differential gaded algebras.
On the homogeneous ideal of unreduced projective schemes.
On the homogeneous pieces of graded generalized local cohomology modules
We study, in certain cases, the notions of finiteness and stability of the set of associated primes and vanishing of the homogeneous pieces of graded generalized local cohomology modules.
On the homology of some special complexes. (Sobre la homología de algunos complejos especiales.)
On the ... in a Minimal Injective Resolution.
On the ... in a minimal injective resolution II.
On the Induced h-Structure on an Open Subset of the Rigid Analytic Space IPl (k) .
On the integral closure of ideals.