Topics in Hodge Theory - 2023

Topics in Hodge Theory - 2023

International Centre for Theoretical Sciences via YouTube Direct link

Differential geometry of the Torelli map (Lecture 1) by Alessandro Ghigi and Paola Frediani

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Differential geometry of the Torelli map (Lecture 1) by Alessandro Ghigi and Paola Frediani

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Topics in Hodge Theory - 2023

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  1. 1 Differential geometry of the Torelli map (Lecture 1) by Alessandro Ghigi and Paola Frediani
  2. 2 Arakelov Theory, Equidistribution and Algebraic Dynamics (Lecture 1) by Jose Ignacio Burgos Gil
  3. 3 Phylogenetics by Athulya Girish
  4. 4 Hodge theory, between algebraicity and transcendence (Lecture 1) by Bruno Klingler
  5. 5 Differential geometry of the Torelli map (Lecture 2) by Alessandro Ghigi and Paola Frediani
  6. 6 Arakelov Theory, Equidistribution and Algebraic Dynamics (Lecture 2) by Jose Ignacio Burgos Gil
  7. 7 Hodge theory, between algebraicity and transcendence (Lecture 2) by Bruno Klingler
  8. 8 Holomorphic one forms on the Moduli Space of Curves by Gianpietro Pirola
  9. 9 Differential geometry of the Torelli map (Lecture 3) by Alessandro Ghigi and Paola Frediani
  10. 10 Arakelov Theory, Equidistribution and Algebraic Dynamics (Lecture 3) by Jose Ignacio Burgos Gil
  11. 11 Hodge Theory, between Algebraicity and Transcendence (Lecture 3) by Bruno Klingler
  12. 12 Holomorphic Curves in Compact Quotients of SL(2,C) by Sorin Dumitrescu
  13. 13 Differential Geometry of the Torelli Map (Lecture 4) by Alessandro Ghigi and Paola Frediani
  14. 14 Arakelov Theory, Equidistribution and Algebraic Dynamics (Lecture 4) by Jose Ignacio Burgos Gil
  15. 15 Hodge Theory, between Algebraicity and Transcendence (Lecture 4) by Bruno Klingler
  16. 16 Bergman kernel and period map for curves by Carolina Tamborini
  17. 17 Differential geometry of the Torelli map (Lecture 5) by Alessandro Ghigi and Paola Frediani
  18. 18 Arakelov Theory, Equidistribution and Algebraic Dynamics (Lecture 5) by Jose Ignacio Burgos Gil
  19. 19 Hodge Theory, between Algebraicity and Transcendence (Lecture 5) by Bruno Klingler

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