The kernel of Fock representations of Wick algebras with braided operator of coefficients
arXiv:math-ph/0001011
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.
14 pages; LaTeX2e ("pjm" class); to appear in Pacific J. Math