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Date/Time: Wednesday, March 4, pm
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Classroom Contents
Mirror Symmetry for Character Varieties and Field Theory by Sergey Galkin
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- 1 Date/Time: Wednesday, March 4, pm
- 2 Mirror symmetry for character varieties and field theory
- 3 "Ginzberg Landau model" - Singularity theory of functions
- 4 Basic building block
- 5 3-valent graph gamma with n leaves
- 6 Classical Periods
- 7 Theorem - K gamma, c depends on gamma,c only up to homotopy: Proof
- 8 Theorem
- 9 Random walk on the lattice
- 10 Newton Polytops of Wgamma, c
- 11 Important piece
- 12 Need 3 pieces of data
- 13 Graphs
- 14 Different Variations
- 15 Narasimhan Seshadri
- 16 Expectation
- 17 Homological mirror symmetry - Related Categories
- 18 Quantum period of fundamental counts
- 19 VHS - Quantum period of F
- 20 TUY - Flat sheet of vector spaces over Mg,n
- 21 Manon
- 22 Mu r Crit PointsW are among displaceable
- 23 Our Conjecture
- 24 Samotion-type decomposition
