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kinetic theory, analysis and application

Organizer(s):
Name:	Affiliation:	Country:
Qin Li	UW-Madison	USA

Introduction:

Kinetic theory is a body of theory that studies statistical behavior of interacting particles. The formulation has been widely applied in understanding problems raise from physical and biological sciences. Prominent examples include the Boltzmann equation and the chemotaxis equation. This special session gather together experts in various sub-disciplines within kinetic theory, and showcases the most recently achieved result, both on the analysis front, and on the computation and application fronts.

All Abstracts

List of abstracts and speakers
Name	Affiliation	Title
Zhenning Cai	National University of Singapore	Fast spectral method for the linearized Boltzmann collision operator
Alina Chertock	North Carolina State University	An asymptotic preserving scheme for kinetic models with singular limit
Weiqi Chu	University of Massachusetts Amherst	Model Reduction for Multiscale Dynamics on Networks
Shukai Du	Syracuse University	Forward and inverse computation for radiative transfer via hp-adaptive mesh refinement
Seung Yeal Ha	Seoul National University	A mean-field approach for the asymptotic tracking of continuum target clouds
Ruhui Jin	University of Wisconsin-Madison	Unique identification for discretized inverse problems
Christian Klingenberg	Wuerzburg University	On the dynamical low-rank numerical method for kinetic equations
Alexander Kurganov	Southern University of Science and Technology	A Hybrid Finite-Difference-Particle Method for Chemotaxis Models
Anjali Nair	University of Chicago	From Schr\{o}dinger to diffusion- speckle formation of light in random media and the Gaussian conjecture
Changhui Tan	University of South Carolina	The sticky particle dynamics with alignment interactions
XINYU WANG	Seoul National University	On the exponential weak flocking for the kinetic Cucker-Smale model with non-compact support
Dominic L Wynter	University of Texas at Austin	Shock Profiles for the Long-Range Boltzmann Equation
Xuda Ye	Peking University	Dimension-free ergodicity of path integral molecular dynamics: a generalized Gamma calculus approach
Jaeyoung Yoon	Technical University of Munich	Random Winfree dynamics with high-order couplings
Cheng Yu	University of Florida	Infinitely many solutions to the isentropic system of gas dynamics
Zhennan Zhou	Westlake University	Fokker-Planck equations of neuron networks: numerical simulation and dilating the blowup solution
Yuhua Zhu	University of California, Los Angeles	A PDE-based model-free algorithm for Continuous-time Reinforcement Learning