题目：Efficient numerical solvers for partial differential equations
主讲人：王成教授 （University of Massachusetts Dartmouth，North Dartmouth, 美国）
邀请人：张争茹 教授
授课时间地点：后主楼1124
2023.08.21(周一) 8:30-11:30，Centered difference Poisson solver: Dirichlet and Neumann B.C.
2023.08.22(周二) 8:30-11:30 Fourth order scheme for Poisson equation: compact and long stencil difference approximation
2023.08.23(周三) 8:30-11:30 The preconditioned steepest descent (PSD) iteration solver for the Cahn-Hilliard equation
2023.08.24(周四) 8:30-11:30 An iteration solver for the variable coefficient elliptic equation
2023.08.25(周五) 8:30-11:30 The preconditioned steepest descent (PSD) iteration solver for the regularized p-Laplacian problem
2023.08.26(周六) 8:30-11:30 The Fourier pseudo-spectral solver
2023.08.27(周日) 8:30-11:30 A scalar auxiliary variable (SAV) numerical solver for the square phase field crystal (SPFC) equation
主讲人简介： Dr. Cheng Wang is a professor in Department of Mathematics at the University of Massachusetts Dartmouth (UMassD). He obtained hid Ph.D degree from Temple University in 2000, under the supervision of Prof. Jian-Guo Liu. Prior to joining UMassD in 2008 as an assistant professor, he was a Zorn postdoc at Indiana University from 2000 to 2003, under the supervision of Roger Temam and Shouhong Wang, and he worked as an assistant professor at University of Tennessee at Knoxville from 2003 to 2008. Dr. Wang’s research interests include development of stable, accurate numerical algorithms for partial differential equations and numerical analysis. He has published more than 80 papers with more than 3000 citations. He also serves in the Editorial Board of “Numerical Mathematics: Theory, Methods and Applications”.
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