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

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math 243 - functional analysis seminar

ching wei ho

ucsd

the large-n limit of the $q$-segal-bargmann transform

abstract:

\'{s}niady constructed a random matrix model whose empirical eigenvalue distribution converges to the $q$-gaussian random variable. in this talk, we prove that the segal-bargmann transform defined on the \'{s}niady random matrix model converges to the $q$-segal-bargmann transform.

adrian ioana

october 11, 2017

1:00 pm

ap&m 6218

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