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详细书目
| 材料类型: | 互联网资源 |
|---|---|
| 文件类型: | 书, 互联网资源 |
| 所有的著者/提供者: |
J L Vazquez |
| ISBN: | 9780198569039 0198569033 |
| OCLC号码: | 70059580 |
| 描述: | xxii, 624 p. : ill. ; 24 cm. |
| 内容: | Main applications -- Preliminaries and basic estimates -- The Dirichlet problem I : weak solutions -- The Dirichlet problem II : limit solutions, very weak solutions, and some other variants -- Continuity of local solutions -- The Dirichlet problem III : strong solutions -- Cauchy problem : L1-theory -- The PME as an abstract evolution equation : semigroup approach -- The Neumann problem and problems on manifolds -- The Cauchy problem with growing initial data -- Optimal existence theory for non-negative solutions -- Propagation properties -- One-dimensional theory : regularity and interfaces -- Full analysis of self-similarity -- Techniques of symmetrization and concentration -- Asymptotic behaviour I : the Cauchy problem -- Regularity and finer asymptotics in several dimensions -- Asymptotic behaviour II : Dirichlet and Neumann problems. |
| 丛书名: | Oxford mathematical monographs. |
| 责任: | Juan Luis Vázquez. |
| 更多信息: |
摘要:
评论
出版商概要
The author of this monograph skillfully guides the reader, whether mathematician or physicist, through the background needed to understand and use the modern techniques developed...This book is a pleasure to read. It will be an excellent source, allowing the reader to build a proper intuition and of understand the basic facts of the theory...This book is also strongly recommended to researchers in Applied Mathematics who study various linear and nonlinear phenomena, but it may also be useful and comprehensive for a broader community od mathmaticians, physicists and engineers. I deeply believe that the present book is one of the most important works in its fieldthat have appeared until now...beautifully writtien and well organized, and I strongly recommend this book to anyone seeking a stylish, balanced, up-to-date survey of this central area of nonlinear partial differential equations. Vicentiu Radulescu Mathmatical Reviews 再读一些...
