On the Complexity of the Projective Classification of Surfaces.
On the computation of a-invariants.
On the computation of minimal reduction.
On the computation of multiplicity by the reduction of dimension.
On the computation of symbolic powers of some curves in .
On the computation of the minimal resolution of smooth parametric varieties.
On the construction of explicit solutions to the matrix equation .
On the Defining Equations of Points in General Position in Pn.
On the Delta set of a singular arithmetical congruence monoid
If and are positive integers with and , then the setis a multiplicative monoid known as an arithmetical congruence monoid (or ACM). For any monoid with units and any we say that is a factorization length of if and only if there exist irreducible elements of and . Let be the set of all such lengths (where whenever ). The Delta-set of the element is defined as the set of gaps in : and the Delta-set of the monoid is given by . We consider the when is an ACM with...
On the dependence of Koszul homology from the generators of an ideal.
On the depth and regularity of the symmetric algebra.
On the Deviation and the Type of a Cohen-Macaulay Ring.
On the deviations of a local ring.
On the diagonals of integral matrices
On the Dimension and Integrality of Symmetric Algebras.
On the ...-Dimension of Cartesian Squares.
On the Diophantine equation ... (X, Y) = ... (x, y).
On the dispersions of the polynomial maps over finite fields.
On the divisibility of polynomials with integer coefficients.
On the divisibility properties of families of filtered F-crystals.