| We apply techniques known from theory of path integrals to develop a systematic perturbation treatment for systems governed by the generalized statistics of Renyi and Tsallis–Havrda–Charvat. We establish a connection between Tsallis' equilibrium distribution and the end-to-end distribution of polymers in a polydisperse sample, where chain lengths are distributed according to Schulz-Zimm probability density function. |
|