Kinetic Theory: Stability, Regularity and Spectral Analysis of the Boltzmann Equation

Speaker；Dingqun Deng, Beijing Institute of Mathematical Sciences and Applications

Möbius bands obtained by isometrically deforming circular helicoids

Speaker: Professor Eliot Fried

WIENER-TYPE CRITERION OF BOUNDARY HÖLDER REGULARITY OF FRACTIONAL LAPLACIAN

Dr. Feng Li, Uppsala University

Mathematics in the Science : Self-Correcting Quantum Many-Body Control using Reinforcement Learning with Tensor Networks

SPEAKER : Ms. Friederike Metz (Busch Unit Phd student)

Mathematics in the Sciences (MiS).

Prof. Ugur Abdulla  Analysis and Partial Differential Equations Unit

Professor Ugur Abdulla received Ph.D. in Mathematics from Soviet Union Academy of Sciences, Doctor of Physical & Mathematical Sciences degree from High Attestation Comission of the Azerbaijan Republic, Habilitation Doctor degree in Mathematics from Saxon Ministry of Art and Sciences in Germany. He was a Royal Society Research Professor at the University of Nottingham in England, Alexander von Humboldt Fellow at the Universities of Paderborn, Bremen and Bonn in Germany, and Max-Planck Research Fellow at the Max-Planck Institute for Mathematics in Natural Sciences in Leipzig , Germany. Prior joining OIST, he was a Professor of Mathematics at the Florida Institute of Technology, United States in 2004-2022. Professor Abdulla is an expert on Partial Differential Equations, Potential Theory, Calculus of Variations & Optimal Control, and Mathematical Biosciences with 62 scholarly publications. He solved an outstanding open problem posed by Kolmogorov in 1928, and proved the Wiener-type criterion at infinity for the second-order elliptic and parabolic PDEs.

On the asymptotics of nonlinear hyperbolic systems with critical exponents and boundary dissipation

Speaker: Dr. Jose Henrique Rodrigues, University of Memphis, USA