Anisotropic resultant. Complements and applications
This paper is a detailed study of the anisotropic resultant introduced by the author in Adv. Math. 90, No. 2, 117-263 (1991; Zbl 0747.13007). Many statements and formulas established previously by the author somehow in the classical situation are presented here in the case of the anisotropic resultant. For example a study of the Grothendieck duality on the complete intersection case gives all the inertia forms proved previously in ``Formes d'inertie et resultant: un formulaire'' (IRMA Strasbourg, 1992)]. The exposition mixes pleasantly the modern methods of algebraic geometry with the old ones and contains several geometrical applications and a lot of nice examples.
scientific article; zbMATH DE number 907641