Add to ORKGWe present a brief survey of rigorous results on the asymptotic behavior of correlations between two local functions as the distance between their support diverges, concentrating on the Ising model on $\mathbb{Z}^d$ with finite-range ferromagnetic interactions.Comment: Revised version: minor improvements, updated bibliography. Correction of a (minor but annoying) typo. To appear in Panoramas et Synth\`ese
We recently introduced a robust approach to the derivation of sharp asymptotic formula for correlati...
We derive a precise Ornstein-Zernike asymptotic formula for the decay of the two-point function 〈s_0...
We simulated the fourier transform of the correlation function of the Ising model in two and three d...
We present a brief survey of rigorous results on the asymptotic behavior of correlations between two...
We prove Ornstein-Zernike behavior for the large-distance asymptotics of the two-point function of t...
After a zero temperature quench, we study the kinetics of the one-dimensional Ising model with long-...
The Ising model originated in statistical physics as a means of studying phase transitions in magnet...
We consider finite-range ferromagnetic Ising models on Z^d in the regime beta < beta_c. We analyze t...
A simple difference equation for one type of correlators has been obtained by the method of direct c...
We examine the Ising model at its critical temperature with an external magnetic field $h a^{\frac{1...
We obtain an explicit expression for the multipoint energy correlations of a non-solvable two-dimens...
We recently introduced a robust approach to the derivation of sharp asymptotic formula for correlati...
We consider spin-spin correlation functions for spins along a row, $R_n = \langle \sigma_{0,0}\sigma...
We recently introduced a robust approach to the derivation of sharp asymptotic formula for correlati...
We recently introduced a robust approach to the derivation of sharp asymptotic formula for correlati...
We recently introduced a robust approach to the derivation of sharp asymptotic formula for correlati...
We derive a precise Ornstein-Zernike asymptotic formula for the decay of the two-point function 〈s_0...
We simulated the fourier transform of the correlation function of the Ising model in two and three d...
We present a brief survey of rigorous results on the asymptotic behavior of correlations between two...
We prove Ornstein-Zernike behavior for the large-distance asymptotics of the two-point function of t...
After a zero temperature quench, we study the kinetics of the one-dimensional Ising model with long-...
The Ising model originated in statistical physics as a means of studying phase transitions in magnet...
We consider finite-range ferromagnetic Ising models on Z^d in the regime beta < beta_c. We analyze t...
A simple difference equation for one type of correlators has been obtained by the method of direct c...
We examine the Ising model at its critical temperature with an external magnetic field $h a^{\frac{1...
We obtain an explicit expression for the multipoint energy correlations of a non-solvable two-dimens...
We recently introduced a robust approach to the derivation of sharp asymptotic formula for correlati...
We consider spin-spin correlation functions for spins along a row, $R_n = \langle \sigma_{0,0}\sigma...
We recently introduced a robust approach to the derivation of sharp asymptotic formula for correlati...
We recently introduced a robust approach to the derivation of sharp asymptotic formula for correlati...
We recently introduced a robust approach to the derivation of sharp asymptotic formula for correlati...
We derive a precise Ornstein-Zernike asymptotic formula for the decay of the two-point function 〈s_0...
We simulated the fourier transform of the correlation function of the Ising model in two and three d...