Fermionic Representations of Conformal Field Theory

1.

R. Kedem, T.R. Klassen, B.M. McCoy and E. Melzer, Fermionic quasi-particle representations for characters of $(G^{(1)})_1\times (G^{(1)})_1/(G^{(1)})_2,$ Phys. Letts. B 304, 263 (1993) (hepth 9211102).

2.

R. Kedem and B.M. McCoy, Construction of modular branching functions from Bethe's equations in the 3-state Potts chain, J. Stat. Phys. 71, 883 (1993) (hepth 9210129).

3.

R. Kedem, T.R. Klassen, B.M. McCoy and E. Melzer, Fermionic sum representations for conformal field theory characters, Phys. Letts. B 307, 68 (1993) (hepth 9301046).

4.

S. Dasmahapatra, R. Kedem, T.R. Klassen, B.M. McCoy and E. Melzer, Quasi-particles, conformal field theory and q series, In conference proceedings of ``Yang-Baxter in Paris'', Int. J. Mod. Phys. B 7, 3617 (1993) (hepth 9303013).

5.

G. Albertini, S. Dasmahapatra and B.M. McCoy, in conference proceedings of``Yang- Baxter in Paris'', Int. J. Mod. Phys. B7 (1993) 3473.

6.

S. Dasmahapatra, R. Kedem, B.M. McCoy and E. Melzer, Virasoro characters from Bethe's equations for the critical ferromagnetic three-state Potts model, J. Stat. Phys. 74, 239 (1994) (hepth 9304150).

7.

A. Berkovich and B.M. McCoy, Continued fractions and fermionic representations for characters of M(p,p') minimal models, Letters in Mathematical Physics 37 (1996) 49 (hepth 9412030).

8.

A. Berkovich and B.M. McCoy, The universal chiral partition function for exclusion statistics, Festscrift for J. McGuire (in press) hepth/9808013.