Content deleted Content added
m Open access bot: doi added to citation with #oabot. |
m →Radial distribution functions: Replaced arXiv PDF link with more mobile-friendly abstract link, replaced: https://arxiv.org/pdf/ → https://arxiv.org/abs/ |
||
Line 88:
===Radial distribution functions===
One common correlation function is the [[radial distribution function]] which is seen often in [[statistical mechanics]] and [[fluid mechanics]]. The correlation function can be calculated in exactly solvable models (one-dimensional Bose gas, spin chains, Hubbard model) by means of [[Quantum inverse scattering method]] and [[Bethe ansatz]]. In an isotropic XY model, time and temperature correlations were evaluated by Its, Korepin, Izergin & Slavnov.<ref>A.R. Its, V.e. Korepin, A.G. Izergin & N.A. Slavnov (2009) [https://arxiv.org/
====Higher order correlation functions====
| |||