Emerging of “Hamiltonian” in Non-Equilibrium Processes: Construction and Related Issues from stochastic process perspective
Host
Department of Applied Mathematics
Speaker
Ping Ao
Shanghai Center for Quantitative Life Sciences, Shanghai University
http://systemsbiology.sjtu.edu.cn/members/Ping_Ao.html
Description
In this seminar, I will discuss a new approach emerged from biological study. The core result is so-called fundamental theorem of dynamics: a generic dynamical processes can be decomposed into at most three parts. It appears powerful enough to solve a few fundamental problems in both biology and physics. A few examples will be discussed, too. All those are done in the sense of theoretical scientists. I am looking forward to hearing feedback from professional mathematicians.
Event Topic
Stochastic & Multiscale Modeling and Computation