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cover of the book Schrödinger Operators, Aarhus 1985: Lectures given in Aarhus, October 2–4, 1985

Ebook: Schrödinger Operators, Aarhus 1985: Lectures given in Aarhus, October 2–4, 1985

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27.01.2024
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Content:
Front Matter....Pages -
The schr?dinger operator for a particle in a solid with deterministic and stochastic point interactions....Pages 1-38
Wave operators for dilation-analytic three-body hamiltonians....Pages 39-60
Introduction to asymptotic observables for multiparticle quantum scattering....Pages 61-92
Scattering theory for one-dimensional systems with nontrivial spatial asymptotics....Pages 93-122
Classical limit and canonical perturbation theory....Pages 123-135
Trace estimates for exterior boundary problems associated with the Schr?dinger operator....Pages 136-150
Commutator methods and asymptotic completeness for one - dimensional Stark effect Hamiltonians....Pages 151-166
Lorentz invariant quantum theory....Pages 167-178
A characterization of dilation-analytic operators....Pages 179-189
Asymptotic and approximate formulas in the inverse scattering problem for the Schr?dinger operator....Pages 190-200
?-decay and the exponential law....Pages 201-222



Content:
Front Matter....Pages -
The schr?dinger operator for a particle in a solid with deterministic and stochastic point interactions....Pages 1-38
Wave operators for dilation-analytic three-body hamiltonians....Pages 39-60
Introduction to asymptotic observables for multiparticle quantum scattering....Pages 61-92
Scattering theory for one-dimensional systems with nontrivial spatial asymptotics....Pages 93-122
Classical limit and canonical perturbation theory....Pages 123-135
Trace estimates for exterior boundary problems associated with the Schr?dinger operator....Pages 136-150
Commutator methods and asymptotic completeness for one - dimensional Stark effect Hamiltonians....Pages 151-166
Lorentz invariant quantum theory....Pages 167-178
A characterization of dilation-analytic operators....Pages 179-189
Asymptotic and approximate formulas in the inverse scattering problem for the Schr?dinger operator....Pages 190-200
?-decay and the exponential law....Pages 201-222
....
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