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Titulos:
Analysis of Hamiltonian PDEs / Sergei B. Kuksin
Idiomas:
eng
ISBN:
0198503954
Lugar de Edición:
Oxford:
Editor:
Oxford University Press,
Fecha de Edición:
c2000
Notas Formateada:
1: Unperturbed equations - 1: Some analysis in Hilbert spaces and scales - 2: Integrable subsystems of Hamiltonian equations and Lax integrable equations - 3: Finite gap manifolds for the KdV equation and theta formula - 4: The sine gordon equation - 5: Linearized equations and their Floquet solutions - 6: Linearized Lax integrable equations - 7: The normal form -- 2: Perturbed equations - 8: A KAM theorem for perturbed non linear equations - 9: Examples - 10: Proof of theorem 8.3 on parameter depeindign equations - 11: Linearized equations - 12: First order linear differential equations on the n-torus
Palabras clave:
ECUACIONES DE HAMILTON; ECUACIONES DIFERENCIALES PARCIALES

Leader:
cam
Campo 003:
AR-BaIT
Campo 008:
270401t2000t xxk|||||||||||||||||eng||
Campo 020:
^a0198503954
Campo 040:
^aITBA^cITBA
Campo 041:
0 ^aeng
Campo 100:
1 ^aKuskin, Sergei B.^99486
Campo 245:
10^aAnalysis of Hamiltonian PDEs /^cSergei B. Kuksin
Campo 246:
Campo 260:
^aOxford:^bOxford University Press,^cc2000
Campo 300:
^axii, 212 p.
Campo 490:
1 ^aOxford lecture series in mathematics and its applications ; v.19
Campo 505:
0 ^a1: Unperturbed equations - 1: Some analysis in Hilbert spaces and scales - 2: Integrable subsystems of Hamiltonian equations and Lax integrable equations - 3: Finite gap manifolds for the KdV equation and theta formula - 4: The sine gordon equation - 5: Linearized equations and their Floquet solutions - 6: Linearized Lax integrable equations - 7: The normal form -- 2: Perturbed equations - 8: A KAM theorem for perturbed non linear equations - 9: Examples - 10: Proof of theorem 8.3 on parameter depeindign equations - 11: Linearized equations - 12: First order linear differential equations on the n-torus
Campo 650:
4^917809^aECUACIONES DE HAMILTON
Campo 650:
4^9461^aECUACIONES DIFERENCIALES PARCIALES
Proveniencia:
^aInstituto Tecnológico Buenos Aires (ITBA) - Biblioteca
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Institucion:
Instituto Tecnológico Buenos Aires (ITBA)
Dependencia:
Biblioteca

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