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Minimal rational surfaces are models of large degree
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Classroom Contents
Factorization Centers in Dimension Two and the Grothendieck Ring of Varieties
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- 1 Intro
- 2 Motivation: main question
- 3 Main result for this talk: dim(X) = 2
- 4 Axiomatic definition for có
- 5 Examples
- 6 Grothendieck ring and Open questions
- 7 2-truncated Grothendieck group
- 8 A diagram
- 9 Surface? What surface?
- 10 Minimal rational surfaces are models of large degree
- 11 Rationality centers
- 12 Reformulation of the main result for rational surfaces
- 13 Sarkisov links
- 14 Proof of the main theorem for rational surfaces
- 15 Link of the day: del Pezzo surfaces of degree 6
- 16 Summary
