Förlagets beskrivning
In the rapidly developing area of nonlinear theory of differential
equations, many important results have been obtained by the use of nonlinear
functional analysis based on topological and variational methods. The survey
papers presented in this volume represent the current state of the art in the
subject. The methods outlined in this book can be used to obtain new results
concerning the existence, uniqueness, multiplicity, and bifurcation of the
solutions of nonlinear boundary value problems for ordinary and partial
differential equations.The contributions to this volume are fromwell known
mathematicians, and every paper contained in this book can serve both as a
source of reference for researchers working in differential equations and as a
starting point for those wishing to pursue research in this direction. With
research reports in the field typically scattered in many papers within various
journals, this book provides the reader with recent results in an accessible
form. Papers presented in this volume seek to represent current research in the
field of nonlinear boundary value problems. The methods described can be used
to obtain results concerning existence, uniqueness, multiplicity and
bifurication of the solutions of nonlinear boundary value problems.
Fler böcker av Pavel Drabek
Liknande böcker
Recensioner
Den här boken har tyvärr inte några recensioner ännu. Om du redan läst boken, skriv en recension!
Recensera boken
Skriv en recension och dela dina åsikter med andra. Försök att fokusera på bokens innehåll. Läs våra instruktioner för mer information.
Topological and Variational Methods for Nonlinear Boundary Value Problems
Bokrecensioner » Topological and Variational Methods for Nonlinear Boundary Value Problems
|
|
 |
|
|
|
|
