Mapping between the Sinh-Gordon and Ising Models

Abstract

The $S$-matrix of the Ising Model can be obtained as particular limit of the roaming trajectories associated to of the $S$-matrix of the Sinh-Gordon model. Using the form factors of the Sinh-Gordon, we analyse the correspondence between the operators of the two theories.

10 pages, LATEX file, (two figures not included in the text, to be requested separately) IC/93/143, ISAS/EP/93/89

References in corpus (5)

• Form Factors for Integrable Lagrangian Field Theories, the Sinh-Gordon Model
• Universal Properties of Self-Avoiding Walks from Two-Dimensional Field Theory
• From Form Factors to Correlation Functions: The Ising Model
• Thermodynamics and Form Factors of Supersymmetric Integrable Field Theories
• Multiple Crossover Phenomena and Scale Hopping in Two Dimensions

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• Approaching the Self-Dual Point of the Sinh-Gordon model
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• The determinant representation for quantum correlation functions of the sinh-Gordon model
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• Boundary conditions changing operators in non conformal theories
• Mass Generation in Perturbed Massless Integrable Models
• Exact Matrix Elements in Supersymmetric Theories
• Roaming form factors for the tricritical to critical Ising flow
• Form factor relocalisation and interpolating renormalisation group flows from the staircase model
• Supersymmetric integrable scattering theories with unstable particles
• Form Factors in Off--Critical Superconformal Models
• Entanglement entropy along a massless renormalisation flow: the tricritical to critical Ising crossover