汇报标题：Positivity-preserving ?finite volume schemes for radiation diffusion equations on general meshes（通常网格上辐射扩散方程的保正有限体积体式）
汇报人 (Speaker)：苏帅 副教授（北京工业大学）
汇报功夫 (Time)：2025年12月18日(周四）10:00
汇报地址 (Place)：校本部GJ303
约请人(Inviter)：刘东杰
主办部门：理学院数学系
汇报提要：
Radiation diffusion equations arise in a wide range of physical applications such as astrophysics and inertial confinement fusion. Two key ingredients in constructing their numerical schemes are both positivity-preserving property and good accuracy for discontinuous and/or anisotropic problems on arbitrary distorted meshes. This talk will introduce our recent research progress including positivity-preserving finite volume schemes, theoretical analysis, and numerical applications.
