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MARC 21

3264 and all that: a second course in algebraic geometry
Tag	Description
020	$a9781107602724
080	$a512.7
082	$a516.35 (DDC 23)
099	$a512.7 EIS
100	$aEisenbud, David$d1947-
245	$a3264 and all that$ba second course in algebraic geometry$hM$cDavid Eisenbud, Joe Harris
246	$a3264 & All That
260	$aCambridge, UK$bCambridge University Press$c2016
300	$axiv, 616 pages$billustrations$c24 cm.
505	$aIntroduction; 1. Introducing the Chow ring; 2. First examples; 3. Introduction to Grassmannians and lines in P3; 4. Grassmannians in general; 5. Chern classes; 6. Lines on hypersurfaces; 7. Singular elements of linear series; 8. Compactifying parameter spaces; 9. Projective bundles and their Chow rings; 10. Segre classes and varieties of linear spaces; 11. Contact problems; 12. Porteous' formula; 13. Excess intersections and the Chow ring of a blow-up; 14. The Grothendieck Riemann-Roch theorem; Appendix A. The moving lemma; Appendix B. Direct images, cohomology and base change; Appendix C. Topology of algebraic varieties; Appendix D. Maps from curves to projective space; References; Index.
700	$aHarris, Joe$d1951-