Past Events
MiS Seminar Series: Quantum Biology: radical pairs under the microscope
2023年4月5日 (水) 12:00 〜 13:00Speaker::Jonathan R. WOODWARD
Professor of University of Tokyo Graduate School of Arts and Sciences
Speciality: Physical Chemistry,Photochemistry,Spin Chemistry
https://www.u-tokyo.ac.jp/focus/en/people/people100335.html
Kinetic Theory: Stability, Regularity and Spectral Analysis of the Boltzmann Equation
2023年3月9日 (木) 13:30 〜 15:00Speaker;Dingqun Deng, Beijing Institute of Mathematical Sciences and Applications
Möbius bands obtained by isometrically deforming circular helicoids
2023年3月8日 (水) 12:00 〜 13:00Speaker: Professor Eliot Fried
WIENER-TYPE CRITERION OF BOUNDARY HÖLDER REGULARITY OF FRACTIONAL LAPLACIAN
2023年3月3日 (金) 10:00 〜 11:30Dr. Feng Li, Uppsala University
Mathematics in the Science : Self-Correcting Quantum Many-Body Control using Reinforcement Learning with Tensor Networks
2023年1月25日 (水) 12:00 〜 13:00SPEAKER : Ms. Friederike Metz (Busch Unit Phd student)
Mathematics in the Sciences (MiS).
2023年1月18日 (水) 12:00 〜 13:00Prof. 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.