Alvin Jin (KTH): Symplectic Embeddings of Ellipsoids into Polydiscs

Tid: Ti 2018-10-16 kl 13.00 - 14.45

Föreläsare: Alvin Jin (KTH)

Plats: Room 3418, Lindstedtsvägen 25, 4th floor, Department of mathematics, KTH

ABSTRACT: In 1985, Gromov proved his famous non-squeezing theorem using pseudoholomorphic curves. The result was the first obstruction to symplectic embeddings beyond a volume constraint. More recently, McDuff and Schlenk in 2012 discovered an infinite Fibonacci staircase associated with four-dimensional symplectic embeddings of balls into ellipsoids. In this talk, I will discuss recent progress on symplectic embeddings between ellipsoids and polydiscs of dimension four.
2018-10-16T13:00 2018-10-16T14:45 Alvin Jin (KTH): Symplectic Embeddings of Ellipsoids into Polydiscs Alvin Jin (KTH): Symplectic Embeddings of Ellipsoids into Polydiscs
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