MS09

Title: Recent progress in mathematical theory for kinetic equations

Session 1

Name of the speaker	Title	University
In-Jee Jeong	Twisting in Hamiltonian Flows	Seoul National University
Donghyun Lee	On the Constructive Coercivity of the Linearized Boltzmamm Operator in Concentric Cylinder With Specular Boundary Condition	POSTECH
Jinmyoung Seok	Theory of Stars in Nonlinear PDEs	Seoul National University
Young-Pil Choi	Quantified Overdamped Limit for Vlasov–Fokker–Planck Equations With Singular Interaction Forces	Yonsei University

Session 2

Name of the speaker	Title	University
Jin Woo Jang	Vanishing Angular Singularity Limit to the Hard-Sphere Boltzmann Equation	POSTECH
Gyounghun Ko	Large-Amplitude Problem of BGK Model	POSTECH
Tak Kwong Wong	Magnetic Confinement for the 2D Axisymmetric Relativistic Vlasov-Maxwell System in an Annulus	The University of Hong Kong
Seok-Bae Yun	Stationary weak solutions to the BGK model in a slab	Sungkyunkwan University

Session 3

Name of the speaker	Title	University
Gayoung An	High-Velocity Tails of the Inelastic and the Multi-Species Mixture Boltzmann Equations	Pohang University of Science and Technology
Sungbin Park	Linear Landau Damping in Specular Reflective Boundary Condition	POSTECH
Gi-Chan Bae	BGK Model for Two-Component Gases Near a Global Maxwellian	Seoul National University
Beomjun Choi	Thom's Gradient Conjecture for PDEs with Variational Structure	Pohang University of Science and Technology