F. Monserrat

collaborators

2 papers

math.AG2008

The Poincare series of multiplier ideals of a simple complete ideal in a local ring of a smooth surface

Carlos Galindo, Francisco Monserrat

For a simple complete ideal $℘$ of a local ring at a closed point on a smooth complex algebraic surface, we introduce an algebraic object, named Poincaré series $P_{℘}$ , that g…

cs.IT2007

$δ$ -sequences and Evaluation Codes defined by Plane Valuations at Infinity

C. Galindo, F. Monserrat

We introduce the concept of $δ$ -sequence. A $δ$ -sequence $Δ$ generates a well-ordered semigroup $S$ in $Z^{2}$ or $R$ . We show how to construct (and compute paramet…

The Poincare series of multiplier ideals of a simple complete ideal in a local ring of a smooth surface

δ-sequences and Evaluation Codes defined by Plane Valuations at Infinity

$δ$ -sequences and Evaluation Codes defined by Plane Valuations at Infinity