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MMS: Mini Math School
Location: Gibson Hall 414
Welcome to our one-week-long mini summer school! As voted by you, we will provide introductory-level Random Matrix Theory, Python and Dynamic Systems, and Stochastic Partial Differential Equations and Brownian Motion! By the end of this week, you will have a comprehensive overview of these exciting research fields, complete with detailed examples and derivations.
Welcome to our one-week-long mini summer school! As voted by you, we will provide introductory-level Random Matrix Theory, Python and Dynamic Systems, and Stochastic Partial Differential Equations and Brownian Motion! By the end of this week, you will have a comprehensive overview of these exciting research fields, complete with detailed examples and derivations.
Join us for an immersive learning experience, filled with engaging lectures, interactive discussions!
Random Matrix Theory
Random Matrix Theory
Python and Dynamical Systems
Python and Dynamical Systems
Stochastic Differential Equations and Brownian motion
Stochastic Differential Equations and Brownian motion
The Instructors
The Instructors
Acknowledgments:
We extend our sincere appreciation to the Tulane Math Department, AMS, and AWM for their generous funding and support, which has made this Mini Math School possible.
Special thanks to our esteemed professors and speakers for sharing their expertise and insights:
Prof. Gustavo Didier
Prof. Kenneth McLaughlin
Prof. Samuel Punshon-Smith
Prof. Scott McKinley
Dr. Guido Mazzuca
Dr. Oliver Orejola
Organized by Dr. Aikaterini Gkogkou, Dr. Guido Mazzuca, and Dr. Hongfei Chen from Tulane Math Department.
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