# Off-Critical Logarithmic Minimal Models

#### by Prof Paul A. Pearce

Institution: The University of Melbourne
Date: Mon 1st October 2012
Time: 1:00 PM
Location: Room 115, Sidney Myer Asia Centre

Abstract: In this work with Katherine Seaton, we introduce Yang-Baxter integrable off-critical logarithmic minimal models corresponding to the $$\phi_{1,3}$$ perturbation of the critical logarithmic minimal models $$LM(p,p')$$. They are obtained as limits of the RSOS Forrester-Baxter models and solved using Baxter's Corner Transfer Matrices. In this way, we are able to solve exactly for the order parameters of generalized models of polymers and percolation on the square lattice.