The kernel of Fock representations of Wick algebras with braided operator of coefficients
Palle E. T. Jorgensen, Daniil P. Proskurin, Yurii S. Samoilenko
Abstract
It is shown that the kernel of the Fock representation of a certain Wick algebra with braided operator of coefficients T, || T ||<= 1, coincides with the largest quadratic Wick ideal. Improved conditions on the operator T for the Fock inner product to be strictly positive are given.
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