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Table of Contents
Preface
Contents
Chapter 1 The Analytic Classificatio of Irreducible Plane Curve Singularities
Chapter 2 Plane algebraic curves with prescribed singularities
Chapter 3 Limit of tangents on complex surfaces
Chapter 4 Algebro-geometric equisingularity of Zariski
Chapter 5 Intersection homology
Chapter 6 Milnor fibratio theorem for real and complex singularities
Chapter 7 Lê Cycles and Numbers of hypersurface singularities
Chapter 8 Introduction to mixed hypersurface singularity. - Chapter 9 From Singularities to Polyhedral Products
Chapter 10 Complements to ample divisors and Singularities
Index.
Contents
Chapter 1 The Analytic Classificatio of Irreducible Plane Curve Singularities
Chapter 2 Plane algebraic curves with prescribed singularities
Chapter 3 Limit of tangents on complex surfaces
Chapter 4 Algebro-geometric equisingularity of Zariski
Chapter 5 Intersection homology
Chapter 6 Milnor fibratio theorem for real and complex singularities
Chapter 7 Lê Cycles and Numbers of hypersurface singularities
Chapter 8 Introduction to mixed hypersurface singularity. - Chapter 9 From Singularities to Polyhedral Products
Chapter 10 Complements to ample divisors and Singularities
Index.