Theory of Schemes (Math 233(a,b)) Fall 2009-Spring 2010

Links to EGA

• Grothendieck's Tohoku paper, Part-I
• Grothendieck's Tohoku paper, Part-II
• EGA-I
• EGA-II
• EGA-II
• EGA-III, first part
• EGA-III, second part
• EGA-IV, first part
• EGA-IV, second part
• EGA-IV, third part
• EGA-IV, fourth part

Problem Sets for Math 233a

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Presentations for Math 233a

• Hilbert polynomials and intersections in the projective space, Arnav Tripathy
• Line bundles on the projective space, by Daniel Litt
• The group PGL(n), by Yi Sun
• Ample vs. very ample line bundles, Sherry Gong
• Serre duality on the projective space, by Iurie Boreico
• Valuative criteria, by Stergios Antonakoudis
• Chow's lemma, by Hansheng Diao
• Proper morphisms preserve coherence, by Jonathan Wang

Lecture notes for Math 233br

• Lecture-by-lecture notes by Iurie Boreico
• Flat and Smooth morphisms

Problem Sets for Math 233b

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• PS 12