R. Fulsche

activity

20172026

G

-invariant Toeplitz C

^{*}

algebras on the Fock space and their Gelfand theory through Quantum Harmonic Analysis

2 citations · 4 across the 17 of their papers we have counts for

collaborators

Showing 2019Show all

3 papers · 1 filter

math.FA2019

Correspondence theory on $p$ -Fock spaces with applications to Toeplitz algebras

Robert Fulsche

We prove several results concerning the theory of Toeplitz algebras over $p$ -Fock spaces using a correspondence theory of translation invariant symbol and operator spaces. The most…

math.OA2019

Berger-Coburn theorem, localized operators, and the Toeplitz algebra

Wolfram Bauer, Robert Fulsche

We give a simplified proof of the Berger-Coburn theorem on the boundedness of Toeplitz operators and extend this theorem to the setting of $p$ -Fock spaces $(1 \leq p \leq \infty)$ .…

math.FA2019

Toeplitz operators on pluriharmonic function spaces: Deformation quantization and spectral theory

Robert Fulsche

Quantization and spectral properties of Toeplitz operators acting on spaces of pluriharmonic functions over bounded symmetric domains and $C^{n}$ are discussed. Results are p…

Correspondence theory on p-Fock spaces with applications to Toeplitz algebras

Berger-Coburn theorem, localized operators, and the Toeplitz algebra

Toeplitz operators on pluriharmonic function spaces: Deformation quantization and spectral theory

Correspondence theory on $p$ -Fock spaces with applications to Toeplitz algebras