Many books have been written on nite difference methods fdm but there are good reasons to write still another one the main reason is that even if higher order methods have been known for a long time the analysis of stability accuracy and effectiveness is missing to a large extent. This book presents the theory and construction principles of high order finite difference methods fdm for numerical solving of time dependent partial differential equations many types of finite difference schemes are completely studied and numerical experiments and graphs are presented . High order difference methods for time dependent pde springer series in computational mathematics 2008th edition by bertil gustafsson author visit amazons bertil gustafsson page find all the books read about the author and more see search results for . Cite this chapter as 2008 when are high order methods effective in high order difference methods for time dependent pde springer series in computational mathematics vol 38. High order difference methods for time dependent pde springer series in computational mathematics by bertil gustafsson and a great selection of related books art and collectibles available now at abebookscom
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