Nonlinear differential equations for the correlation functions of the 2D Ising model on the cylinder
O. Lisovyy
Abstract
We derive determinant representations and nonlinear differential equations for the scaled 2-point functions of the 2D Ising model on the cylinder. These equations generalize well-known results for the infinite lattice (Painlevé III equation and the equation for the τ-function of Painlevé V).
Create a lesson
Related papers
Charged Deformation of a Hairy Black Brane: Perturbative Solution and Thermodynamics
Sangheon Yun
A critical coupling for the magnetic instability of holographic SU(2) plasmas
Migael Strydom
Bondi Four-Momentum Balance in Quantum NSF Classical matching, DKL supermomentum, and quantum energy redistribution
Carlos Kozameh, Gerardo DEpaola
PINNs for N=2* holography
Alex Buchel
Haagerup conformal field theory at central charge eight
Tzu-Chen Huang
Characteristic Modes of Non-minimally Coupled Thick Branes
Jing-Xin Gong, Heng Guo, Yong-Tao Lu et al.