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Spring 2023 Applied and Computational Mathematics Seminar


Time and Place: Tuesdays 3:05-4:20 pm in Room 0231, Love Building

Course: MAP 6939

Scope: The Applied and Computational Math Seminar is series of talks with various topics covering a broad spectrum of not only applied and computational mathematics but also engineering. Researchers outside of the Department of Mathematics and Florida State University, postdocs and senior Ph.D students are also welcomed to share their work. Please contact the organizer if you wish to schedule your talk. For Spring 2023, contact Kyle Gallivan (gallivan"at"math.fsu.edu)

Spring 2023

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Date Speaker Title Affiliation
01/10 - Organizational Meeting
01/17 Melissa Marchand THIS TALK HAS BEEN MOVED TO 03/07/23 DUE TO AN UNEXPECTED SCHEDULE CONFLICT
01/24 Jeseok Bang Numerical Simulation of High Field No-Insulation REBCO Magnet (Abstract) NHMFL, FSU
01/31 Adrian Barbu Training a Two Layer ReLU Network Analytically (Abstract) Department of Statistics, FSU
02/7 Hui Duan DGSM Shapley for global sensitivity analysis  (Abstract) (Ph.D. Student) Department of Mathematics, FSU
02/14 Ruilong Yue The Global Active Subspace Method (Abstract) (Ph.D. Student) Department of Mathematics, FSU
02/21 Francesco Ballarin A Short Introduction to Reduced Order Modelling for Partial Differential Equations (Abstract) Universita Cattolica del Sacro Cuore, Italy
02/28 Nathan Crock Neural Ordinary Differential Equations and Computational Reading Models (Abstract) Department of Scientific Computing, FSU
03/07 Melissa Marchand Graph Self-Similarity and Role Models (Abstract) Naval Surface Warfare Center, Panama City, FL
03/14 Spring Break
03/21 Sathya Chandramouli Non-Hermitian dispersive hydrodynamics and Riemann problems (Abstract) (Ph.D. Student) Department of Mathematics, FSU
03/28 Mark Sussman The continuous moment of fluid method and decision tree machine learning for stably and efficiently computing solutions of problems in materials processing and NASA applications. (Abstract) Department of Mathematics, FSU
04/04 Arash Fahim Deep Neural Network Solutions for Fully Nonlinear Hamilton-Jacobi-Bellman Equations with Convex Nonlinearity (Abstract) Department of Mathematics, FSU
04/11 Wojciech Ozanski An introduction to open problems in mathematical analysis of incompressible fluid mechanics (Abstract) Department of Mathematics, FSU
04/18 Maryam Alsolami Various Approximate Methods To Measure The Uniformity Of Quasirandom Sequences (Abstract) Department of Computer Science. FSU
04/25 TBA TBA