Acta Physica Sinica (Overseas Edition)

Solvable boson-fermion model for mixed-valence systems

Xuan-Rong Ma, Liu Wu-Ming, Hongwei Zhao, Fu‐Cho Pu

Published Jan 1, 1997• 0 citations

Abstract

Using the Bethe ansatz technique, the exact eigenstates of the Hamiltonian of the boson-fermion model for mixed-valence systems are constructed. The Bethe ansatz equations are obtained from the periodic boundary conditions.

DOI: 10.1088/1004-423x/6/1/001

Related papers

Exactly Solved Fermion-Boson Model for Heavy-Fermion Alloys

Wu-Ming Liu, Hong-wei Zhao, Yu Zhu +1 more

The exact eigenstates of the Hamiltonian of the fermion-boson model for heavy-fermion alloys are constructed by using the Bethe ansatz. The Bethe ansatz equations are obtained from the periodic boundary conditions.

Communications in Theoretical PhysicsOct 30, 19960 citations

Quantum Inverse Scattering Method for an Integrable Model

Zhao Hongwei, Liu Wuming, Fu‐Cho Pu

The exact eigenstates of the Hamiltonian for a quantum three-wave interaction system with boson-fermion operators are constructed by the quantum inverse scattering method. The Bethe-ansatz equations are obtained from the periodic boundary conditions.

Communications in Theoretical PhysicsOct 30, 19972 citations

Exactly Solved Anderson Lattice Model

Wu-Ming Liu, Hongwei Zhao, Fu-ke Pu

A solvable Anderson lattice model is formulated. The exact eigenstates of model Hamiltonian are constructed by using the Bethe ansatz. The Bethe ansatz equations are obtained from the periodic boundary conditions.

Chinese Physics LettersMar 1, 19961 citation

Solution of a one-dimensional boson - fermion model

Yupeng Wang, Fu‐Cho Pu

A one-dimensional boson - fermion model is considered. It is shown that the model is exactly solvable and the general Bethe eigenstates are constructed. On the basis of the Bethe ansatz equations, the ground state and the thermodynamics are also given in some closed integral equations.

Journal of Physics A Mathematical and GeneralSep 7, 19960 citations

EXACT SOLUTIONS FOR QUANTUM THREE WAVE INTERACTION SYSTEM

Hongwei Zhao, Wu-Ming Liu, Yupeng Wang +1 more

The exact eigenstates of the Hamiltonian for a quantum three wave interaction system are constructed by using the Bethe ansatz. The Bethe-ansatz equations are obtained from the periodic boundary conditions.

International Journal of Modern Physics BSep 30, 19960 citations

Study on the one dimensional boson–fermion model

Yupeng Wang, Duo Jin

The one dimensional boson–fermion model is introduced and the general eigenstates of the model Hamiltonian are constructed. The Cooper-pairlike bound state is given. It is concluded that the present model is exactly soluble via the Bethe ansatz.

Journal of Mathematical PhysicsJun 1, 19946 citations