Orateur
M.
Bernd Ulrich
(University of Purdue)
Description
We study the implicit equations defining the image and the graph of rational
maps between projective spaces, under the hypothesis that the base locus
has codimension at most three and is defined by a Gorenstein ideal. We provide
degree bounds for these implicit equations, and we describe them explicitly if
the syzygies of the Gorenstein ideal are all linear. This is joint work with Andy
Kustin and Claudia Polini.
Auteur principal
M.
Bernd Ulrich
(University of Purdue)
