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Integrable boundary conditions for the B2 model
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作者 panpan xue Guang-Liang Li +4 位作者 Junpeng Cao Kun Hao Tao Yang Wen-Li Yang Kangjie Shi 《Communications in Theoretical Physics》 SCIE CAS CSCD 2020年第1期5-12,共8页
New integrable B2 model with off-diagonal boundary reflections is proposed.The general solutions of the reflection matrix for the B2 model are obtained by using the fusion technique.Wefind that the reflection matrix h... New integrable B2 model with off-diagonal boundary reflections is proposed.The general solutions of the reflection matrix for the B2 model are obtained by using the fusion technique.Wefind that the reflection matrix has 7 free boundary parameters,which are used to describe the degree of freedom of boundary couplings,without breaking the integrability of the system.The new quantization conditions will induce the novel structure of the energy spectrum and the boundary states.The corresponding boundary effects can be studied based on the results in this paper.Meanwhile,the reflection matrix of high rank models associated with Bnalgebra can also be obtained by using the method suggested in this paper. 展开更多
关键词 BETHE ANSATZ lattice INTEGRABLE models YANG-BAXTER EQUATION reflection EQUATION
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