Po-Han Hsu , PhD

Po-Han Hsu is currently a Visiting Assistant Professor in the Department of Mathematical Science at the University of Cincinnati. He received his PhD degree in May 2021 from the Louisiana State University under the supervision of Professor P. Sundar.  His research interests are stochastic analysis and its related topics. Aside from mathematics, he is also interested in the the philosophy of science, especially HPS, the sociology of scientific knowledge (SSK), and the history of madness.

PhD: Louisiana State University Baton Rouge, 2021 (Mathematics)

Probability theory
Stochastic partial differential equations
Probabilistic number theory

08-2021 - Visiting Assistant Professor, University of Cincinnati, Cincinnati, OH

Peer Reviewed Publications

Po-Han Hsu and P. Sundar (2018. ) Exponential inequalities for exit times for stochastic Navier-Stokes equations and a class of evolutions .Communications on Stochastic Analysis , , 12 (3 ) ,343-358 More Information

Po-Han Hsu and Peng-Jie Wong (2020. ) On Selberg's central limit theorem for Dirichlet L-functions.Journal de Théorie des Nombres de Bordeaux, , 32 (3 ) ,685-710 More Information

Invited Presentations

Po-Han Hsu (05-11-2018. ) The Martingale Problem of Stochastic Navier-Stokes Equations. I: Preliminaries .Probability Seminar, National Central University, Zhongli, Taiwan. Level:Department

Po-Han Hsu (05-18-2018. ) The Martingale Problem of Stochastic Navier-Stokes Equations. II: Martingale Problems .Probability Seminar, National Central University, Zhongli, Taiwan. Level:Department

Po-Han Hsu (04-14-2019. ) On the Selberg's Central Limit Theorem for Dirichlet L-functions .Southern Regional Number Theory Conference, Louisiana State University, Louisiana, U. S. A. Level:Regional

Po-Han Hsu (11-25-2019. ) Large Deviation Principle for the Prime Divisor Counting Function in Short Interval . Number Theory and Combinatorics Seminar, University of Lethbridge, Alberta, Canada. Level:Department

Po-Han Hsu (01-17-2020. ) Exponential Inequalities for Exit Times of Stochastic Navier-Stokes Equations .Joint Mathematics Meetings, Denver, U. S. A. Level:International

Po-Han Hsu (02-18-2020. ) Erdos-Kac Theorem and it deviation principles . Algebra and Number Theory Seminar, Louisiana State University, Louisiana, U.S.A. Level:Department

Event Organized

Southern Regional Number Theory Conference Conference 03-21-2020 03-22-2020 Baton Rouge Level:Regional

Academic - 4415 French Hall-West
Phone: 513-556-4869
hsupa@ucmail.uc.edu