Homological Mirror Symmetry and Hodge Theory - January 2018

Homological Mirror Symmetry and Hodge Theory - January 2018

Harvard CMSA via YouTube Direct link

Colin Diemer HMS Focused Lecture

12 of 19

12 of 19

Colin Diemer HMS Focused Lecture

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Classroom Contents

Homological Mirror Symmetry and Hodge Theory - January 2018

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  1. 1 Knorrer periodicity in curve counting
  2. 2 Anti-symplectic involutions and twisted sectors in Langranian Floer theory
  3. 3 Gluing localized mirror functors
  4. 4 Framing Duality
  5. 5 Calabi-Yau geometry, Kodaira-Spencer gravity and integrable hierarchy
  6. 6 Quantum master equation on cyclic cochains and categorical higher genus Gromov-Witten invariants
  7. 7 Higher Hasse-Witt matrices and period integrals
  8. 8 Mirror symmetry for flag varieties via the Langlands program
  9. 9 Moduli of K3 surfaces as moduli of A-infinity structures
  10. 10 Homological Mirror Symmetry and the mirror map for del Pezzo surfaces
  11. 11 Singular SYZ Fibres and Immersed Langranians
  12. 12 Colin Diemer HMS Focused Lecture
  13. 13 Symplectic Geometry and Mirror Symmetry with Hansol Hong
  14. 14 Dmytro Shklyrov HMS Focused Lecture
  15. 15 Adam Jacob HMS Focused Lecture
  16. 16 HMS Special Lecture: Andrew Harder
  17. 17 HMS Special Lecture: Andrew Harder
  18. 18 HMS Lecture: Andrew Harder
  19. 19 HMS Special Lecture: Charles Doran Part I

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