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Когомологические аспекты геометрии дифференциальных уравнений
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Quantum Matrix Algebras and their applications D. I. Gurevich |
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Аннотация: Quantum Matrix Algebras are very interesting objects from algebraic viewpoint. Particular examples of these algebras are related to Drinfeld-Jimbo Quantum Groups. Some of these QMA admit defining analogs of partial derivatives. In a limit it is possible to develop a new calculus on the enveloping algebras Other applications will be discussed. Язык доклада: английский |
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