October 3, 2024
3:00PM - 4:00PM
Zoom
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2024-10-03 15:00:00
2024-10-03 16:00:00
Analysis and Operator Theory Seminar - Tom Claeys
Tom ClaeysUCLouvain, BelgiumTitleBiorthogonal measures associated with polymer partition functionsAbstractI will explain how several exactly solvable polymer models are related to signed biorthogonal measures. These measures reduce to classical orthogonal polynomial ensembles in the zero-temperature limit. I will explain how asymptotic analysis of the signed biorthogonal measures provides insight in large deviations for the polymer partition functions and what the current limitations of this method are.The talk will be based on joint works with Mattia Cafasso and Julian Mauersberger. ZOOM coordinates:https://osu.zoom.us/j/94328089652?pwd=GXj0Gx7L7Yq90zh75pbqVRgWXoxlYS.1 Meeting ID: 943 2808 9652Password: 31415 For More Information About the Seminar
Zoom
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2024-10-03 15:00:00
2024-10-03 16:00:00
Analysis and Operator Theory Seminar - Tom Claeys
Tom ClaeysUCLouvain, BelgiumTitleBiorthogonal measures associated with polymer partition functionsAbstractI will explain how several exactly solvable polymer models are related to signed biorthogonal measures. These measures reduce to classical orthogonal polynomial ensembles in the zero-temperature limit. I will explain how asymptotic analysis of the signed biorthogonal measures provides insight in large deviations for the polymer partition functions and what the current limitations of this method are.The talk will be based on joint works with Mattia Cafasso and Julian Mauersberger. ZOOM coordinates:https://osu.zoom.us/j/94328089652?pwd=GXj0Gx7L7Yq90zh75pbqVRgWXoxlYS.1 Meeting ID: 943 2808 9652Password: 31415 For More Information About the Seminar
Zoom
Department of Mathematics
math@osu.edu
America/New_York
public
Tom Claeys
UCLouvain, Belgium
Title
Biorthogonal measures associated with polymer partition functions
Abstract
I will explain how several exactly solvable polymer models are related to signed biorthogonal measures. These measures reduce to classical orthogonal polynomial ensembles in the zero-temperature limit. I will explain how asymptotic analysis of the signed biorthogonal measures provides insight in large deviations for the polymer partition functions and what the current limitations of this method are.
The talk will be based on joint works with Mattia Cafasso and Julian Mauersberger.
ZOOM coordinates:
https://osu.zoom.us/j/94328089652?pwd=GXj0Gx7L7Yq90zh75pbqVRgWXoxlYS.1
Meeting ID: 943 2808 9652
Password: 31415
