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Multiscale methods in quantum mechanics: theory and experiment/ Philippe Blanchard, Gianfausto Dell'Antonio, editors.

Contributor(s): Blanchard, Philippe | Dell'Antonio, G. FMaterial type: Text

TextSeries: Trends in mathematicsPublication details: Boston : Birkhäuser, c2004Description: viii, 220 p. : ill. ; 24 cmISBN: 0817632565 Subject(s): Quantum theoryDDC classification: 530.12

Contents:

1. Organic molecules and decoherence experiments in a molecule interferometer / M. Arndt, L. Hackermuller, K. Hornberger and A. Zeilinger -- 2. Colored hofstadter butterflies / J.E. Avron -- 3. Semiclassical normal forms / D. Bambusi -- 4. On the exit spastics theorem of many-particle quantum scattering / D. Durr and S. Teufel -- 5. Two-scale Wigner measures and the Landau-Zener formulas / C. Fermanian Kammerer and P. Gerard -- 6. Stability of three- and four-body coulomb systems / A. Martin -- 7. Almost invariant subspaces for quantum evolutions / G. Nenciu -- 8. Nonlinear asymptotics for quantum out-of-equilibrium 1D systems : reduced models and algorithms / F. Nier and M. Patel.

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Holdings
Item type	Current library	Call number	Status	Notes	Date due	Barcode	Item holds
General Books Science Library	Science Library, Sikkim University Science Library General Section	530.12 BLA/M (Browse shelf(Opens below))	Available	Books For SU Science Library		P19667

Total holds: 0

1. Organic molecules and decoherence experiments in a molecule interferometer / M. Arndt, L. Hackermuller, K. Hornberger and A. Zeilinger --
2. Colored hofstadter butterflies / J.E. Avron --
3. Semiclassical normal forms / D. Bambusi --
4. On the exit spastics theorem of many-particle quantum scattering / D. Durr and S. Teufel --
5. Two-scale Wigner measures and the Landau-Zener formulas / C. Fermanian Kammerer and P. Gerard --
6. Stability of three- and four-body coulomb systems / A. Martin --
7. Almost invariant subspaces for quantum evolutions / G. Nenciu --
8. Nonlinear asymptotics for quantum out-of-equilibrium 1D systems : reduced models and algorithms / F. Nier and M. Patel.

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