Dirac's Contour Representation for Paraparticles
arXiv:hep-th/9807047 · doi:10.1142/S0217732398002953
Abstract
Dirac's contour representation is extended to parabose and parafermi systems by use of deformed algebra techniques. In this analytic representation the action of the paraparticle annihilation operator is equivalent to a deformed differentiation which encodes the statistics of the paraparticle. In the parafermi case, the derivative's ket-domain is degree polynomials.
15 pages, LaTex file, no macros, no figures