-cross products and a generalized quantum mechanical -body problem.
Central decomposition of Poincaré-invariant nets of local field algebras and absence of spontaneous breaking of the Lorentz group
Commuting normal operators in partial -algebras
Derivations of quasi -algebras.
Entropy considerations in the noncommutative setting.
Errata : “Generators for quasi-free completely positive semi-groups”
Generators for quasi-free completely positive semi-groups
Kernels and symbols of operators in quantum field theory
Modular theory and Eyvind Wichmann's contributions to modern particle physics theory.
Multiple tunnelings in d-dimensions : a quantum particle in a hierarchical potential
On generalized canonical commutation relations
On the structure of relative identification operators for quantum fields and their connection with the Haag-Ruelle scattering theory
Periodic Schrödinger Operators with (Non-Periodic) Magnetic and Electric Potentials.
Quantum Itô B*-algebras, their classification and decomposition
A simple axiomatic characterization of the general (infinite dimensional, noncommutative) Itô algebra is given and a pseudo-Euclidean fundamental representation for such algebra is described. The notion of Itô B*-algebra, generalizing the C*-algebra, is defined to include the Banach infinite dimensional Itô algebras of quantum Brownian and quantum Lévy motion, and the B*-algebras of vacuum and thermal quantum noise are characterized. It is proved that every Itô algebra is canonically decomposed...
Quasi-linear algebras and integrability (the Heisenberg picture).
Remarks on tensor products and their applications in quantum theory I. General considerations
Remarks on tensor proucts and their applications in quantum theory - II. Spectral properties
Standard generalized vectors for partial O*-algebras
nonstandard bases: case of mutually unbiased bases.
Symmetry breaking for molecular open systems