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Aprašymas
- Itinerary - How Gabor Analysis met Feynman Path Integrals.
- Part I Elements of Gabor Analysis.
- Basic Facts of Classical Analysis. - The Gabor Analysis of Functions. - The Gabor Analysis of Operators. - Semiclassical Gabor Analysis.
- Part II Analysis of Feynman Path Integrals.
- Pointwise Convergence of the Integral Kernels. - Convergence in L(L2) - Potentials in the Sjöstrand Class. - Convergence in L(L2) - Potentials in Kato-Sobolev Spaces. - Convergence in the Lp Setting.
- Itinerary - How Gabor Analysis met Feynman Path Integrals.
- Part I Elements of Gabor Analysis.
- Basic Facts of Classical Analysis. - The Gabor Analysis of Functions. - The Gabor Analysis of Operators. - Semiclassical Gabor Analysis.
- Part II Analysis of Feynman Path Integrals.
- Pointwise Convergence of the Integral Kernels. - Convergence in L(L2) - Potentials in the Sjöstrand Class. - Convergence in L(L2) - Potentials in Kato-Sobolev Spaces. - Convergence in the Lp Setting.
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