
| Introduction Chapter 1 Rational Equivalence Chapter 2 Divisors Chapter 3 Vector Bundles and Chern Classes Chapter 4 Cones and Segre Classes Chapter 5 Deformation to the Normal Cone Chapter 6 Intersection Products Chapter 7 Intersection Multiplicities Chapter 8 Intersections on Non-singular Varieties Chapter 9 Excess and Residual Intersections Chapter 10 Families of Algebraic Cycles Chapter 11 Dynamic Intersections Chapter 12 Positivity Chapter 13 Rationality Chapter 14 Degeneracy Loci and Grassmannians Chapter 15 Riemann-Roch for Non-singular Varieties Chapter 16 Correspondences Chapter 17 Bivariant Intersection Theory Chapter 18 Riemann-Roch for Singular Varieties Chapter 19 Algebraic, Homological and Numerical Equivalence Chapter 20 Generalizations App. A Algebra App. B Algebraic Geometry (Glossary) Bibliography Notation Index |
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