Discrete approximation of the free Fock space

Abstract

We prove that the free Fock space F(R+;C), which is very commonly used in Free Probability Theory, is the continuous free product of copies of the space C2. We describe an explicit embeding and approximation of this continuous free product structure by means of a discrete-time approximation: the free toy Fock space, a countable free product of copies of C2… (More)

Topics

Cite this paper

@inproceedings{Attal2008DiscreteAO, title={Discrete approximation of the free Fock space}, author={St{\'e}phane Attal}, year={2008} }