Title: Linear numerical schemes with nonlinear numericalstability (10 lectures)
Speaker: Prof Cheng WANG, University ofMassachusetts Dartmouth
Date: May12- June 14, 2017
May 12, Friday, # 1, 9 to 11 am,
May 15, Monday, # 2, 9 to 11 am,
May 16, Tuesday, # 3, 9 to 11 am,
May 17, Wednesday, # 4, 9 to 11 am,
May 18, Thursday, # 5, 9 to 11 am,
June 6, Tuesday, # 6, 9 to 11 am,
June 12, Monday, # 7, 9 to 11 am,
June 13, Tuesday, # 8, 9 to 11 am,
June 14, Wednesday, # 9 and 10, 2 to 5 pm.
Venue: 数学楼二楼报告厅
Topics:
(1) Numerical stability; numerical method forODEs; stability and convergence
(2) Stability domain; linearized stability
(3) Nonlinear viscous Burger's equation
(4) Global in time stability and convergence for linearequations
(5) Global in time stability for 2-D NSEs: Collocationscheme, part 1
(6) Global in time stability for 2-D NSEs: Collocationscheme, part 2
(7) Gradient system; epitaxial thin film growth model; convexsplitting numerical schemes
(8) Linear splitting scheme for no-slope selection thin filmepitaxy
(9) Second order scheme for no-slope selectionmodel; linear iteration, part 1
(10) Second order scheme for no-slope selectionmodel; linear iteration, part 2