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比利时vs摩洛哥足彩 ,
university of california san diego

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representation theory colloquium

bertram kostant

mit

minimal coadjoint orbits and symplectic induction

abstract:

let $(x,w)$ be an integral symplectic manifold and let $(l,delta)$ be a quantum line bundle, with connection, over x having w as curvature. with this data, one can define an induced symplectic manifold y with $/dim(y) = dim(x)+2$. this is applied to show that the 5 split exceptional lie groups arise symplectically from the symplectic induction of coadjoint orbits of certain classical groups.

host: wee teck gan and nolan wallach

january 20, 2004

1:30 pm

ap&m 7321

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