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2006-05-26
Variational Methods for Boundary Value Problems For Systems of Elliptic Equations - de M A Lavrent'ev (Author)
Details Variational Methods for Boundary Value Problems For Systems of Elliptic Equations
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| Le Titre Du Fichier | Variational Methods for Boundary Value Problems For Systems of Elliptic Equations |
| Sortié Le | 2006-05-26 |
| Traducteur | Rengin Maxxie |
| Chiffre de Pages | 778 Pages |
| Taille du fichier | 77.34 MB |
| Langage | Français et Anglais |
| Éditeur | Ink Smith Publishing |
| ISBN-10 | 6436504373-QFB |
| Type de Livre | AMZ EPub PDF DJVU PAGES |
| Écrivain | M A Lavrent'ev |
| ISBN-13 | 710-0833488661-DIR |
| Nom de Fichier | Variational-Methods-for-Boundary-Value-Problems-For-Systems-of-Elliptic-Equations.pdf |
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Critical points and nonlinear variational problems Ensemble dinvariants pour les produits croisés de Anzai Type des points fixes des difféomorphismes symplectiques de Bbb Tn
and nonlinear variational problems Antonio Ambrosetti Abstract This monograph deals with critical point theory and its applications to some classes of nonlinear variational problems The abstract setting includes the LusternikSchnirelman theory and minimax methods for unbounded functionals Applications to elliptic boundary value problems Vortex theory homoclinic orbits and
We present a general theory to study optimal regularity for a large class of nonlinear elliptic systems satisfying general boundary conditions and in the presence of a geometric transmission
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