Toeplitz Operators on Symmetric Siegel Domains.
Über die Automorphismengruppen von Banach-Mannigfaltigkeiten mit invarianter Metrik.
Index theory for multivariable Wiener-Hopf operators.
Derivation Algebras of JB-Algebras.
Erratum to: Derivation Algebras of JB-Algebras.
Derivatons of Jordan C*-algebras.
Automorphism Groups of Jordan C*-Algebras.
Toeplitz-Berezin quantization and non-commutative differential geometry
In this survey article we describe how the recent work in quantization in multi-variable complex geometry (domains of holomorphy, symmetric domains, tube domains, etc.) leads to interesting results and problems in C*-algebras which can be viewed as examples of the "non-commutative geometry" in the sense of A. Connes. At the same time, one obtains new functional calculi (of pseudodifferential type) with possible applications to partial differential equations and group representations.
Jordan Algebras and Symmetric Siegel Domains in Banach Spaces.
An Infinitesimal Version of Cartan's Uniqueness Theorem.
Toeplitz C*-algebras on super-Cartan domains.
Weyl calculus for complex and real symmetric domains
We define the Weyl functional calculus for real and complex symmetric domains, and compute the associated Weyl transform in the rank 1 case.
A Holomorphic Characterization of Jordan C*-Algebras.
On the automorphisms of circular and Reinhardt domains in complex Banach spaces.
Invariant inner product in spaces of holomorphic functions on bounded symmetric domains.
Toeplitz quantization and asymptotic expansions: geometric construction.
Page 1