The long delayed solution of the Bukhvostov Lipatov model

Abstract

In this paper I complete the solution of the Bukhvostov Lipatov model by computing the physical excitations and their factorized S matrix. I also explain the paradoxes which led in recent years to the suspicion that the model may not be integrable.

9 pages

References in corpus (4)

• On the solution of a supersymmetric model of correlated electrons
• Tunneling in quantum wires I: Exact solution of the spin isotropic case
• Tunneling in quantum wires II: A new line of IR fixed points
• Is the classical Bukhvostov-Lipatov model integrable? A Painlevé analysis

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• Quantum Electronic Circuit Simulation of Generalized sine-Gordon Models
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• ODE/IM correspondence for the Fateev model
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• Exact Boundary Modes in an Interacting Quantum Wire
• Exact equilibrium results in the Interacting Resonant Level Model
• Integrable supersymmetric correlated electron chain with open boundaries
• Generalized sine-Gordon/massive Thirring models and soliton/particle correspondences
• A supersymmetric U_{q}[osp(2|2)]-extended Hubbard model with boundary fields
• Bukhvostov-Lipatov model and quantum-classical duality
• Vacuum energy of the Bukhvostov-Lipatov model
• Quasi-Spin Graded-Fermion Formalism and $gl(m|n)\downarrow osp(m|n)$ Branching Rules