A Course Of Differential Geometry And Topology By Aleksandr Sergeevich Mishchenko Pdf

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Aleksandr Sergeevich Mishchenko, A. Fomenko a Course of Differential Geometry and Topology

This book presents the topological and analytical foundations of the theory of Maslovs canonical operator for finding asymptotic solutions of a wide class of pseudodifferential equations. The topology and geometry of Lagrangian manifolds are studiedMoreThis book presents the topological and analytical foundations of the theory of Maslovs canonical operator for finding asymptotic solutions of a wide class of pseudodifferential equations.

The topology and geometry of Lagrangian manifolds are studied in detail and the connections between Fourier integral operators and canonical operators established. Applications are proposed for the asymptotic solutions to the Cauchy problem and for the asymptotics of the spectra of non-self-dual operators. The authors set out to make more accessible to a wider readership - of specialists in topology, differential equations and functional analysis, including research students - the ideas of Maslov which were much more difficult and opaque in their original published form The book has been updated, as compared with the Russian edition, by numerous revisions within the text and the addition of two new chapters on more recent work.

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Volume I Dal Risorgimento alla Resistenza

A course of differential geometry and topology

Mishchenko, Yu. Solovyev and A. About the book. This problem book is compiled by eminent Moscow university teachers. Based on many years of teaching experience at the mechanics-and-mathematics department, it contains problems practically for all sections of the differential geometry and topology course delivered for university students: besides classical branches of the theory of curves and surfaces, the reader win be offered problems in smooth manifold theory, Riemannian geometry, vector fields and differential forms, general topology, homotopy theory and elements of variational calculus. Fomenko and Prof. Mishchenko Some problems however, touch upon topics outside the course lectures.

Lagrangian Manifolds and the Maslov Operator Aleksandr Sergeevich Mishchenko

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This book presents the topological and analytical foundations of the theory of Maslovs canonical operator for finding asymptotic solutions of a wide class of pseudodifferential equations. The topology and geometry of Lagrangian manifolds are studiedMoreThis book presents the topological and analytical foundations of the theory of Maslovs canonical operator for finding asymptotic solutions of a wide class of pseudodifferential equations. The topology and geometry of Lagrangian manifolds are studied in detail and the connections between Fourier integral operators and canonical operators established.

Below is a list of books that may be useful. Everyday low prices and free delivery on eligible orders. Authors: Fomenko, A. Visual Geometry And Topology by A.

by Mishchenko, Aleksandr Sergeevich; Fomenko, A

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    PDF | On Jan 1, , A T Fomenko and others published A Short Course in Differential Geometry A. S. Mishchenko at Lomonosov Moscow State University​.

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    Aleksandr Sergeevich Mishchenko (Author), A. Fomenko (Author). out of 5 stars 1 rating. ISBN ISBN Why is ISBN.