Exactly solvable gl(m/n) Bose-Fermi systems

Authors

Feng Pan, Liaoning Normal University
Lian Rong Dai, Liaoning Normal University
J. P. Draayer, Louisiana State University

Document Type

Article

Publication Date

1-13-2006

Abstract

A simple SUSY Bose-Fermi Hamiltonian and a class of hard-core Bose-Fermi Hamiltonians with high order terms constructed by using the gl(m/n) generators are shown to be exactly solvable. Excitation energies and corresponding wavefunctions are obtained by using a simple algebraic Bethe ansatz.

Publication Source (Journal or Book title)

Journal of Physics A Mathematical and General

First Page

417

Last Page

422

Recommended Citation

Pan, F., Dai, L., & Draayer, J. (2006). Exactly solvable gl(m/n) Bose-Fermi systems. Journal of Physics A Mathematical and General, 39 (2), 417-422. https://doi.org/10.1088/0305-4470/39/2/011