Heisenberg XYZ Hamiltonian with Integrable Impurities

Abstract

In this letter, we construct a Hamiltonian of the impurity model within the framework of the open boundary Heisenberg XYZ spin chain. This impurity model is an exactly solved one and it degenerates to the integrable XXZ impurity model under the triangular limit. This approach is the first time to add the integrable impurities to the completely anisotropic Heisenberg spin model with the open boundary conditions.

10 pages, LaTex (to appear in Physics Letters A)

References in corpus (4)

• Exact Results for a Kondo Problem in One Dimensional t-J Model
• Exact solution of the open Heisenberg chain with two impurities
• Integrabilities of the $t-J$ Model with Impurities
• Two Magnetic Impurities in a Spin Chain

Cited by in corpus (2)

• Integrable impurities in Hubbard chain with the open boundary condition
• New Boundary Bound States in an Open Quantum Spin Chain