Order, Disorder, and Chaos in Quantum SystemsPavel Exner, Hagen Neidhardt |
Contents
Negative discrete spectrum | 3 |
Discrete spectrum in the gaps of | 17 |
On the asymptotics of discrete spectrum | 27 |
Copyright | |
15 other sections not shown
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Order,Disorder and Chaos in Quantum Systems: Proceedings of a conference ... Exner,Neidhardt Limited preview - 2013 |
Common terms and phrases
1990 Birkhäuser Verlag Advances and Applications assumptions asymptotics barrier behavior billiard Birkhäuser Verlag Basel boundary conditions bounded C₂ chaotic classical closable coefficients consider continuous spectrum corresponding D₂ defined denote discrete spectrum Dubna dynamics eigenfunctions eigenvalues energy equation estimate exists finite form Ɛ formula given H₁ Hamiltonian Hilbert space Institute integral interaction interval isoenergy curve kick Lemma Leningrad State University linear localization magnetic field Math Mathematical matrix N₁ obtained operator H packet parameter particle perturbation Phys Physics potential problem proof properties Proposition quadratic form quantization quantum chaos quantum systems quantum wire quasi-energy spectrum random random matrices relation rotator satisfied scattering Schrödinger operators Schroedinger operators self-adjoint extensions self-adjoint operator singularly continuous solutions spectral subspace symmetry ter¹ Theorem theory time-dependent unitary USSR wave wavefunction Z₂ zero