These selected contributions reflect different approaches to the integration of differential equations, originating from Differential Galois Theory, Symmetry, Integrability and Soliton Theory. The ideas of several mathematical communities are here brought together and connections between them sought.
These selected contributions reflect different approaches to the integration of differential equations, originating from Differential Galois Theory, Symmetry, Integrability and Soliton Theory. The ideas of several mathematical communities are here brought together and connections between them sought.Hinweis: Dieser Artikel kann nur an eine deutsche Lieferadresse ausgeliefert werden.
Preface 1. Galois theory of linear differential equations Michael F. Singer 2. Solving in closed form Felix Ulmer and Jacques-Arthur Weil 3. Factorization of linear systems Sergey P. Tsarev 4. Introduction to D-modules Anton Leykin 5. Symbolic representation and classification of integrable systems A. V. Mikhailov, V. S. Novikov and Jing Ping Wang 6. Searching for integrable (P)DEs Jarmo Hietarinta 7. Around differential Galois theory Anand Pillay.
Preface 1. Galois theory of linear differential equations Michael F. Singer 2. Solving in closed form Felix Ulmer and Jacques-Arthur Weil 3. Factorization of linear systems Sergey P. Tsarev 4. Introduction to D-modules Anton Leykin 5. Symbolic representation and classification of integrable systems A. V. Mikhailov, V. S. Novikov and Jing Ping Wang 6. Searching for integrable (P)DEs Jarmo Hietarinta 7. Around differential Galois theory Anand Pillay.
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