On charged fields with group symmetry and degeneracies of Verlinde's matrix S*
On the problem of defining a specific theory within the frame of local quantum physics
On the structure of relative identification operators for quantum fields and their connection with the Haag-Ruelle scattering theory
On the use of modular groups in quantum field theory
Optimal Holomorphic Hypercontractivity for CAR Algebras
We present a new proof of Janson’s strong hypercontractivity inequality for the Ornstein-Uhlenbeck semigroup in holomorphic algebras associated with CAR (canonical anticommutation relations) algebras. In the one generator case we calculate optimal bounds for t such that is a contraction as a map for arbitrary p ≥ 2. We also prove a logarithmic Sobolev inequality.
Orthogonal Forms and Probability in von Neumann Algebras.