MATH583C Intersection Theory
Spring 2024
This webpage is the internet presence of MATH583C Intersection Theory. The course instructor is Sándor Kovács, and the organizers are Arkamouli Debnath and Michael Zeng.
Textbooks
Textbooks
(Fulton, W.)
(Fulton, W.)
Intersection Theory
Intersection Theory
(Eisenbud & Harris)
(Eisenbud & Harris)
3264 and All That
3264 and All That
Schedule
Schedule
Notes
Notes
*More notes to be added...
Handwritten notes (Michael)
Handwritten notes (Michael).pdfHandwritten notes (Soham, 04/22)
Handwritten notes (04/22).pdfWeek 2: Chow Ring Computations
Intersection Theory 04/05: Chow Ring Computations.pdfWeek 4: Enumerative Problems
Intersection Theory 04/15: Enumerative Problems.pdfWeek 6: Grassmannians
Intersection Theory 05/01: Grassmannians.pdfNakai Moishezon (Brian)
Nakai_Moishezon_Criterion.pdfWeek 7: Exercises on Chern Classes
Intersection Theory 05/10: Chern Class Exercises.pdfWeek 8: Variations of 27 Lines
Intersection Theory 05/13: Variations on a Theme of 27 Lines.pdfWeek 10: 3264 and All That
Intersection Theory 05/31: 3264 and All That.pdf3D Models
3D Models
(Herman & Cordelia) Knutson-Tao puzzles.
(Michael) Clebsch cubic with 27 lines
