Differential Equation and Applied Math Seminar Spring 2021

Spring 2021

• Jan 29: Nestor Guillen, Texas State University, Interface problems and nonlocal heat equations
• Feb 5: Kyle Wianecki, Texas State University, Formalization of Ordinary Differential Equations in PVS
• Feb 12: Nestor Guillen, Texas State University, Interface problems and nonlocal heat equations II
• Feb 19: Seminar canceled
• Feb 26:  Iván Ojeda-Ruiz, Texas State University, An Image Inpainting Via a Constrained Smoothing and Dynamic Mode Decomposition
• March 5: Iván Ojeda-Ruiz, Texas State University, Numerical Results
• March 12: Alexander Elgart, Virginia Tech, The adiabatic theorem of quantum mechanics
• March 26: Wencai Liu, Texas A&M University, Irreducibility of the Fermi variety for discrete periodic Schrödinger operators
• April 2: Rodrigo Matos, Texas A&M University, Dynamical contrast on highly correlated Anderson-type models
• April 9: Selim Sukhtaiev, Auburn University, Asymptotic perturbation theory for extensions of symmetric operators
• No seminar
• April 23: René Cabrera, University of Massachusetts, Path Dependent Optimal Transport