Video: Chaya Norton, "Symplectic Structures on the moduli space of Schodinger Equations on Riemann Surfaces of fixed genus and the Goldman Bracket."

Video From 18w5025: Tau Functions of Integrable Systems and Their Applications

Chaya Norton, Concordia University

Monday, September 3, 2018 09:38 - 10:08

Symplectic Structures on the moduli space of Schodinger Equations on Riemann Surfaces of fixed genus and the Goldman Bracket.

Chaya Norton, Video: Symplectic Structures on the moduli space of Schodinger Equations on Riemann Surfaces of fixed genus and the Goldman Bracket.

Chaya Norton, Symplectic Structures on the moduli space of Schodinger Equations on Riemann Surfaces of fixed genus and the Goldman Bracket., Tau Functions of Integrable Systems and Their Applications, BIRS, BIRS talk, 18w5025, math, mathematics, video

Banff International Research Station

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107M

http://www.birs.ca/events/2018/5-day-workshops/18w5025/videos

http://www.birs.ca/events/2018/5-day-workshops/18w5025/videos/watch/201809030938-Norton.html

Symplectic Structures on the moduli space of Schodinger Equations on Riemann Surfaces of fixed genus and the Goldman Bracket.

Chaya Norton at 18w5025: Tau Functions of Integrable Systems and Their Applications on Monday, September 3, 2018

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