作者: Rajan Murgan
关键词: Quantum mechanics 、 Spin (physics) 、 Mathematical physics 、 Boundary value problem 、 Bethe ansatz 、 Casimir effect 、 Central charge 、 Transfer matrix 、 Diagonal 、 Integrable system 、 Physics
摘要: Starting from the T-Q equations of open spin-1 XXZ quantum spin chain with general integrable boundary terms, for values parameters which satisfy a certain constraint, we derive set nonlinear integral (NLIEs) inhomogeneous chain. By taking continuum limit these NLIEs, and working in analogy diagonal compute Casimir energies corresponding supersymmetric sine-Gordon (SSG) model. We also present an analytical result effective central charge ultraviolet (UV) limit.