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Partial differential equations in classical mathematical physics / Rubenstein Isaak
Titre : Partial differential equations in classical mathematical physics Type de document : texte imprimé Auteurs : Rubenstein Isaak, Auteur ; Lev Rubinstein, Auteur Editeur : Cambridge University Press Année de publication : 1993 Importance : 676p Format : 26x18.5cm ISBN/ISSN/EAN : 978-0-521-41058-8 Langues : Français (fre) Mots-clés : Partial
Differential equations
Mathematical physicsIndex. décimale : 510 Note de contenu : Contens
1-Introduction
2-Typical equations of mathematical physics boundary conditions
3-Cauchy problem for first-order partial differential equations
4-Classification of second-order partial differential equations wiith linear principal
5-Cauchy and mixed problems for the wave equation in R1 method of traveling
6-Cauchy and goursat problems for a second-order linear hyperbolic equation with two independent variables riemann method
7-Cauchy problem for a 2-dimensional wave equation the volterra-d'adhemar solution
8-Cauchy problem for the wave equation in R3 methods of averaging and descent huygens's principle
Partial differential equations in classical mathematical physics [texte imprimé] / Rubenstein Isaak, Auteur ; Lev Rubinstein, Auteur . - Grande-Bretagne : Cambridge University Press, 1993 . - 676p ; 26x18.5cm.
ISBN : 978-0-521-41058-8
Langues : Français (fre)
Mots-clés : Partial
Differential equations
Mathematical physicsIndex. décimale : 510 Note de contenu : Contens
1-Introduction
2-Typical equations of mathematical physics boundary conditions
3-Cauchy problem for first-order partial differential equations
4-Classification of second-order partial differential equations wiith linear principal
5-Cauchy and mixed problems for the wave equation in R1 method of traveling
6-Cauchy and goursat problems for a second-order linear hyperbolic equation with two independent variables riemann method
7-Cauchy problem for a 2-dimensional wave equation the volterra-d'adhemar solution
8-Cauchy problem for the wave equation in R3 methods of averaging and descent huygens's principle
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