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Geometric aspects of analysis and mechanics : in honor of the 65th birthday of Hans Duistermaat

Author: Erik P van den Ban; Johan A C Kolk
Publisher: New York : Springer, ©2011.
Series: Progress in mathematics (Boston, Mass.), v. 292.
Edition/Format:   eBook : Document : EnglishView all editions and formats
Database:WorldCat
Summary:

Hans Duistermaat made substantial contributions to a host of mathematical theories, including Lie groups and differential calculus. This refereed volume contains important new results in some of  Read more...

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Genre/Form: Electronic books
Additional Physical Format: Print version:
Geometric aspects of analysis and mechanics.
New York : Springer, 2011
(DLC) 2011931284
Material Type: Document, Internet resource
Document Type: Internet Resource, Computer File
All Authors / Contributors: Erik P van den Ban; Johan A C Kolk
ISBN: 9780817682446 0817682449
OCLC Number: 745003757
Description: 1 online resource (xxxvi, 372 pages) : color portraits.
Contents: Preface.- About J.J. Duistermaat.- Hans Duistermaat (1942-2010).- Recollections of Hans Duistermaat.- Recollections of Hans Duistermaat.- Recollections of Hans Duistermaat.- Classical Mechanics and Hans Duistermaat.- Duistermaat-Heckman formulas and index theory.- Asymptotic equivariant index of Toeplitz operators and relative index of CR structures.- A semi-classical inverse problem I: Taylor expansions.- A semi-classical inverse problem II: reconstruction of the potential.- On the solvability of systems of pseudodifferential operators.- The Darboux process and a noncommutative bispectral problem: some explorations and challenges.- Conjugation spaces and edges of compatible torus actions.- Non-Abelian localization for U(1) Chern-Simons theory.- Symplectic implosion and non-reductive quotients.- Quantization of q-Hamiltonian SU(2)-spaces.- Wall-crossing formulas in Hamiltonian geometry.- Eigenvalue distributions and Weyl laws for semi-classical non-self-adjoint operators in 2 dimensions.- Symplectic inverse spectral theory for pseudodifferential operators.
Series Title: Progress in mathematics (Boston, Mass.), v. 292.
Responsibility: Erik P. van den Ban, Johan A.C. Kolk, editors.
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