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Viability, Invariance and Applications

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Author(s): Ovidiu CÂrjĂ, Mihai Necula and Ioan I. Vrabie (Eds.)
Series: North-Holland Mathematics Studies 207
Publisher: North Holland
Year: 2007

Language: English
Pages: 1-344
City: London

Content:
Preface
Pages ix-xii
Ovidiu Cârjă, Mihai Necula, Ioan I. Vrabie

Chapter 1 Generalities
Pages 1-28

Chapter 2 Specific preliminary results
Pages 29-58

Chapter 3 Nagumo type viability theorems
Pages 59-80

Chapter 4 Problems of invariance
Pages 81-92

Chapter 5 Viability under carathéodory conditions
Pages 93-106

Chapter 6 Viability for differential inclusions
Pages 107-130

Chapter 7 Applications
Pages 131-152

Chapter 8 Viability for single-valued semilinear evolutions
Pages 153-178

Chapter 9 Viability for multi-valued semilinear evolutions
Pages 179-198

Chapter 10 Viability for single-valued fully nonlinear evolutions
Pages 199-222

Chapter 11 Viability for multi-valued fully nonlinear evolutions
Pages 223-238

Chapter 12 Carathéodory perturbations of m-dissipative operators
Pages 239-254

Chapter 13 Applications
Pages 255-287

Solutions to the proposed problems
Pages 288-308

Bibliographical notes and comments
Pages 309-324

Bibliography
Pages 325-333

Name index
Pages 335-337

Subject index
Pages 339-342

Notation index
Pages 343-344