Paper
The DX centre
T.N. Morgan
Semiconductor Science and Technology
The correlation energy of the anyon gas is expressed in terms of a coupling-constant integral involving two-body and three-body correlation functions. In the random-phase approximation, the dominant two-body contributions involve the energy difference between the collective modes of the interacting and noninteracting systems, which is evaluated numerically for the Bose gas and for semions. © 1993 The American Physical Society.
T.N. Morgan
Semiconductor Science and Technology
K.A. Chao
Physical Review B
J.H. Stathis, R. Bolam, et al.
INFOS 2005
J.R. Thompson, Yang Ren Sun, et al.
Physica A: Statistical Mechanics and its Applications