Huge advances in intersection homology theory, along with significant applications of the theory have emerged in diverse areas of mathematics. Introduction to Intersection Homology Theory, Second Edition provides an introduction to the subject that is easily accessible to graduate students. This second edition features a chapter on intersection homology of toric varieties and the link with the theory of convex polytopes. It also includes material on Zucker's conjecture and recent progress. In addition, the book discusses ...
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Huge advances in intersection homology theory, along with significant applications of the theory have emerged in diverse areas of mathematics. Introduction to Intersection Homology Theory, Second Edition provides an introduction to the subject that is easily accessible to graduate students. This second edition features a chapter on intersection homology of toric varieties and the link with the theory of convex polytopes. It also includes material on Zucker's conjecture and recent progress. In addition, the book discusses the historical background to the development of homology theory. Based on a course taught by the author, this textbook remains essential for graduate students in this area.
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