08/23
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Organization Meeting
Applied & Computational Mathematics Seminar
Fall 2022 ACM Seminar
Department of Mathematics, Florida State University
Seminar information
The Applied and Computational Mathematics Seminar features talks across applied mathematics, computational mathematics, data science, engineering, and related scientific applications. Faculty, postdocs, visitors, and senior Ph.D. students are welcome to present.
Schedule
15 entries08/30
Mark Sussman
A dynamic adaptive mesh refinement, Moment-of-Fluid, and space-time spectral element method for improved capturing of vortical structures in a realistic Cryogenic Fuel tank
Department of Mathematics, FSU
09/06
Sanghyun Lee
Physics-preserving finite element methods for coupled multiphysics systems
Department of Mathematics, FSU
09/13
Julia Ream
Adaptive Mesh Refinement Large Eddy Simulation of the Supercritical Carbon Dioxide Round Turbulent Jet
(Ph.D. student) Department of Mathematics, FSU
09/20
Ziad Musslimani
Spectral renormalization methods in physics
Department of Mathematics, FSU
09/27
Anuj Kumar
On well-posedness and smoothing of solutions to the generalized SQG equations in critical Sobolev spaces
Department of Mathematics, FSU
10/04
Wojciech Ozanski
The Navier-Stokes regularity problem as a linear instability problem
Department of Mathematics, FSU
10/11
Malbor Asslani
Structure and dynamics of non-normal networks
Department of Mathematics, FSU
10/18
Christopher Tam
Numerical simulation of entropy noise generation in a military aircraft
Department of Mathematics, FSU
10/25
Nick Dexter
Effective deep neural network architectures for learning high-dimensional Banach-valued functions from limited data
Department of Scientific Computing, FSU
11/01
Anuj Kumar / Zezhong Zhang
On well-posedness and smoothing of solutions to the generalized SQG equations in critical Sobolev spaces / Spectral ReLU: A Smooth Generalization of ReLU in Functional Space
(Postdoc)/(Ph.D. student) Department of Mathematics, FSU
11/08
Yu Cao
Determining Form and Algebraic Attractor Bounds for the 2D Rayleigh–Bénard Problem
Department of Mathematics, FSU
11/15
Unnikrishnan S. Nair
Department of Mechanical Engineering - Applied Comp. Math. Joint Seminar TBA
Department of Mechanical Engineering, FAMU-FSU
11/22
Thanksgiving Break
11/29
Aseel Farhat
Analysis of a feedback-control data assimilation algorithm and its applications
Department of Mathematics, FSU