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Stochastic Calculus in Fock Space

1993
In this chapter, we reach the main topic of these notes, non-commutative stochastic calculus for adapted families of operators on Fock space, with respect to the basic operator martingales. This calculus is a direct generalization of the classical Ito integration of adapted stochastic processes w.r.t. Brownian motion, or other martingales. Its physical
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Fock Spaces

2023
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Spectra of composition operators on Fock-type spaces

Quaestiones Mathematicae, 2021
Tesfa Mengestie
exaly  

Fock Space

2020
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The Hartree–Fock equations in modulation spaces

Communications in Partial Differential Equations, 2020
Kasso Akochayé Okoudjou
exaly  

Explicit formula for the reproducing kernels for some weighted Fock spaces

Journal of Mathematical Analysis and Applications, 2021
Han-Wool Lee, Hyunil Choi
exaly  

Sampling and interpolation in Bargmann–Fock spaces of polyanalytic functions

Applied and Computational Harmonic Analysis, 2010
Luis Daniel Abreu
exaly  

Boundedness of the Bergman Projection on Generalized Fock–Sobolev Spaces on $${{\mathbb {C}}}^n$$

Complex Analysis and Operator Theory, 2020
Carme Cascante
exaly  

Fock–Sobolev spaces and their Carleson measures

Journal of Functional Analysis, 2012
Hong Rae Cho, Kehe Zhu
exaly  

Fock Space

1983
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