A.Dickenstein, I.Z.Emiris (Eds.): Solving Polynomial Equations:
Algorithms and Computation in Mathematics 14, Springer-Verlag, ISBN 3-540-24326-7, 2005.
Alicia Dickenstein and Ioannis Emiris:
Preface
Contents
Eduardo Cattani and Alicia Dickenstein:
Introduction to residues and resultants page 1
David Cox: Solving equations via algebras
page 63
Mohamed Elkadi and Bernard Mourrain:
Symbolic-numeric tools for solving polynomial equations and applications
page 125
Achim Kehrein, Martin Kreuzer and Lorenzo Robbiano: An algebraist's view on border bases page 169
Mike Stillman: Tools for computing primary
decompositions and applications to ideals associated to bayesian networks
page 203
Juan Sabia: Algorithms and their complexity
page 241
Ioannis Emiris: Toric resultants and
applications to geometric modelling page 269
Andrew J. Sommese, Jan Verschelde, and Charles W.
Wampler: Introduction to numerical algebraic geometry
page 301
Guillaume Chèze and André Galligo: Four
lessons on polynomial absolute factorization   page 339
Bibliography page 393
Index page 419