What is integrability?
ABCD PBi
What is integrability?
Autor:
Vladimir Evgen§evich Zakharov
;
F Calogero
Assuntos:
Differential equations, Partial -- Numerical solutions
;
Hamiltonian systems
;
Nonlinear theories
;
Mathematical physics
;
MATEMÁTICA APLICADA
Notas:
Includes bibliographical references and index
Descrição:
Why are certain nonlinear PDEs both widely applicable and integrable? / F. Calogero -- Painlevé property and integrability / N. Ercolani and E.D. Siggia -- Integrability / H. Flaschka, A.C. Newell and M. Tabor -- The symmetry a pproach to classification of integrable equations / A.V. Mikhailov, A.B. Shabat and V.V. Sokolov -- Integrability of nonlinear systems and perturbation theory / V.E. Zakharov and E.I. Schulman -- What is an integrable mapping? / A.P. Veselov -- The Cauchy problem for the KdV equation with non-decreasing initial data / V.A.Marchenko
Títulos relacionados:
Série:Springer series in nonlinear dynamics
Editor:
Berlin New York Springer-Verlag
Data de criação/publicação:
c1991
Formato:
xiv, 321 p. 25 cm.
Idioma:
Inglês
Disponível na Biblioteca:
ICMC - Inst. Ciên. Mat. Computação (35-01 W555 e.1 )