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A complete asymptotic expansion for the partition function of random matrix theory via Riemann-Hilbert techniques

Recent Progress in Random Matrix Theory and Its Applications September 23, 2002 - September 27, 2002

September 27, 2002 (10:30 AM PDT - 11:30 AM PDT)
Speaker(s): Ken McLaughlin
Location: MSRI: Simons Auditorium
Primary Mathematics Subject Classification No Primary AMS MSC
Secondary Mathematics Subject Classification No Secondary AMS MSC
Video

220-1420-A Complete Asymptotic Expansion for the Partition Function of Random Matrix Theory via Riemann-Hilbert Techniques-Ken McLaughlin

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220-1420-A Complete Asymptotic Expansion for the Partition Function of Random Matrix Theory via Riemann-Hilbert Techniques-Ken McLaughlin

H.264 Video 220-1420-A_Complete_Asymptotic_Expansion_for_the_Partition_Function_of_Random_Matrix_Theory_via_Riemann-Hilbert_Techniques-Ken_McLaughlin.mp4 49.1 MB video/mp4 Download
220-1420-A_Complete_Asymptotic_Expansion_for_the_Partition_Function_of_Random_Matrix_Theory_via_Riemann-Hilbert_Techniques-Ken_McLaughlin.rm 17.3 MB application/vnd.rn-realmedia Download
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