Singularities In Geometry And Topology - Proceedings Of The Trieste Singularity Summer School And Workshop

Introduction to Basic Toric Geometry (G Barthel et al.); Poincare-Hopf Theorems on Singular Varieties (J-P Brasselet); On Milnor's Fibration Theorem for Real and Complex Singularities (J Seade); Metric Theory of Singularities. Lipschitz Geometry of Singular Spaces (L Birbrair); Lectures on Monodromy (W Ebeling & S M Gusein-Zade); Computational Aspects of Singularities (A Fruhbis-Kruger); Lagrangian and Legendrian Varieties and Stability of Their Projections (V V Goryunov & V M Zakalyukin); Problems in Topology of the Complement to Plane Singular Curves (A Libgober); Topology of Degeneration of Riemann Surfaces (Y Matsumoto); Graded Roots and Singularities (A Nemethi); Chern Classes and Thom Polynomials (T Ohmoto); McKay Correspondence for Quotient Surface Singularities (O Riemenschneider); A Lefschetz Theorem on the Picard Group of Complex Projective Varieties (H A Hamm & D T Le); Tangential Alexander Polynomials and Non-reduced Degeneration (M Oka); Logarithmic Vector Fields and Multiplication Table (S Tanabe); and other papers.