Fock Spaces with Reflection Condition and Generalized Statistics
arXiv:hep-th/9604024
Abstract
An oscillator algebra and the associated Fock space with reflecting boundary and generalized statistics are constructed and is generalized to the multicomponent case. The oscillator algebra depends manifestly on the reflection factor and the statistical (exchange) factor, and the corresponding Fock space can be obtained from that of the usual bosonic oscillator without reflection condition by certain projection operation.
LaTeX file, No figures, 11 pages, 30 kb