Titlebook: Algebraic and Geometric Methods in Mathematical Physics; Proceedings of the K Anne Boutet Monvel,Vladimir Marchenko Conference proceedings

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書目名稱Algebraic and Geometric Methods in Mathematical Physics影響因子(影響力)




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書目名稱Algebraic and Geometric Methods in Mathematical Physics被引頻次




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characteristic

Outshine

aggrieve

https://doi.org/10.1007/978-3-658-36496-0uch as the index theorem for Toeplitz operators or the relative index theorem for .-modules proved by B. Malgrange and the author. We make a special emphasis on the microlocal contribution produced by the sheaf in which the solutions of the differential equations are computed, as described by P.Scha

terazosin

Die Entdeckung der irrationalen Zahlen that rather explicit formulas for the drift can be found, in such a way that oscillatory integrals involving the symbols will control the variation of the spectral projections. Let’s start now to describe the main features of our approach through a model situation.

GUEER

Die Faszination der unendlichen Reihenspaces are reviewed. Then, following the basic idea of the reduction theory, the so called “superadiabatic evolution” is written down. In the second part some applications of the general theory are presented: theory of adiabatic invariants for linear Hamiltonian systems and spectral properties of pe

achlorhydria

Neue Perspektiven in der Geometriely appeared in (at least) three different domains: Conformal Field Theory (CFT), Topological Quantum Field Theory (TQFT), and Algebraic Geometry. The fact that the same space appears in such different frameworks has some fascinating consequences, which have not yet been fully explored. For instance

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