Convergence of the Wick Star Product
Svea Beiser, Hartmann Roemer, Stefan Waldmann
Abstract
We construct a Frechet space as a subspace of Cω(Cn) where the Wick star product converges and is continuous. The resulting Frechet algebra Ah is studied in detail including a *-representation of Ah in the Bargmann-Fock space and a discussion of star exponentials and coherent states.
Create a lesson
Related papers
The Haagerup VOA at c=8
Andrew Riesen
Haar measure for totally positive split real semisimple quantum groups of classical type
Kenny De Commer, Geoffrey Janssens, Wannes Malfait
Facets of nondegeneracy: central type factor groups, Heisenberg representations and Hadamard matrices
Pierre Bieliavsky, Victor Gayral, Sergey Neshveyev et al.
Triangular prism equations for near-group categories: algebraic solutions and a unitary conjecture
Huixuan He, Zhengwei Liu, Fan Lu et al.
Chiral Extensions of Cotangent Yangian
Keyou Zeng
Higher Fomin-Kirillov algebras are infinite-dimensional
N. Andruskiewitsch, I. Angiono, I. Heckenberger et al.