104736-01
Uniformisation de la solution du problčme linéaire analytique de Cauchy prčs de la variété qui porte les données de Cauchy. (Problčme de Cauchy I).
Paris, 1957. - (24 x 16 cm). SS. (389)-429. Original-Broschur. (Sonderdruck aus: Bulletin de la Société mathématique de France).
Erste Ausgabe. - Leray (1906-1998), Professor in Nancy, "studied time dependent hyperbolic partial differential equations and also began to work on the Cauchy problem. In particular he published a paper on the Cauchy problem for equations with variable coefficients in 1956. In 1957 he explained the aims of his work in this area: We propose to study globally the linear Cauchy problem in the complex case, then in the real hyperbolic case, assuming that the given data is analytic" (MacTutor History of Mathematics archive). - Klammern leicht angerostet, sonst gut erhalten
Uniformisation de la solution du problčme linéaire analytique de Cauchy prčs de la variété qui porte les données de Cauchy. (Problčme de Cauchy I).
Paris, 1957. - (24 x 16 cm). SS. (389)-429. Original-Broschur. (Sonderdruck aus: Bulletin de la Société mathématique de France).
Erste Ausgabe. - Leray (1906-1998), Professor in Nancy, "studied time dependent hyperbolic partial differential equations and also began to work on the Cauchy problem. In particular he published a paper on the Cauchy problem for equations with variable coefficients in 1956. In 1957 he explained the aims of his work in this area: We propose to study globally the linear Cauchy problem in the complex case, then in the real hyperbolic case, assuming that the given data is analytic" (MacTutor History of Mathematics archive). - Klammern leicht angerostet, sonst gut erhalten
70 €