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Chapter 12 - Porteous' formula
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- 14 April 2016, pp 426-444
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Chapter 9 - Projective bundles and their Chow rings
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- 14 April 2016, pp 323-361
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Contents
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References
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Chapter 6 - Lines on hypersurfaces
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Chapter 13 - Excess intersections and the Chow ring of a blow-up
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- 14 April 2016, pp 445-480
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Appendix D - Maps from curves to projective space
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Chapter 4 - Grassmannians in general
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- 14 April 2016, pp 131-164
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Chapter 7 - Singular elements of linear series
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Appendix B - Direct images, cohomology and base change
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Chapter 8 - Compactifying parameter spaces
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- 14 April 2016, pp 289-322
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Chapter 5 - Chern classes
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- 14 April 2016, pp 165-192
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Chapter 11 - Contact problems
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- 14 April 2016, pp 389-425
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Chapter 0 - Introduction
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Appendix A - The moving lemma
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- 14 April 2016, pp 511-519
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Frontmatter
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Chapter 3 - Introduction to Grassmannians and lines in ℙ3
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- 14 April 2016, pp 85-130
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Appendix C - Topology of algebraic varieties
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Chapter 14 - The Grothendieck Riemann–Roch theorem
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- 14 April 2016, pp 481-510
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Chapter 1 - Introducing the Chow ring
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