High Energy Physics - Theory · Physics
Fermionic Expressions for the Characters of c(p,1) Logarithmic Conformal Field Theories
Michael Flohr, Carsten Grabow, Michael Koehn
2008-11-26
High Energy Physics - Theory · Physics
Fermionic characters for graded parafermions
L. Bégin, J. -F. Fortin, P. Jacob, P. Mathieu
2009-11-10
Mathematical Physics · Physics
A quartet of fermionic expressions for $M(k,2k\pm1)$ Virasoro characters via half-lattice paths
Olivier Blondeau-Fournier, Pierre Mathieu, Trevor A Welsh
2017-11-08
High Energy Physics - Theory · Physics
Logarithmic extensions of minimal models: characters and modular transformations
BL Feigin, AM Gainutdinov, AM Semikhatov, IYu Tipunin
2008-11-26
Quantum Algebra · Mathematics
The perturbation $\phi_{2,1}$ of the M(p,p+1) models of conformal field theory and related polynomial character identities
Alexander Berkovich, Barry M. McCoy
2007-05-23
High Energy Physics - Theory · Physics
Fermionic Quasi-Particle Representations for Characters of ${(G^{(1)})_1 \times (G^{(1)})_1 \o (G^{(1)})_2}$
R. Kedem, T. R. Klassen, B. M. McCoy, E. Melzer
2009-10-22
High Energy Physics - Theory · Physics
The perturbations $\phi_{2,1}$ and $\phi_{1,5}$ of the minimal models $M(p,p')$ and the trinomial analogue of Bailey's lemma
A. Berkovich, B. M. McCoy, P. A. Pearce
2009-10-30
High Energy Physics - Theory · Physics
Fermionic Sum Representations for Conformal Field Theory Characters
R. Kedem, T. R. Klassen, B. M. McCoy, E. Melzer
2009-10-22
High Energy Physics - Theory · Physics
Modular group representations and fusion in logarithmic conformal field theories and in the quantum group center
BL Feigin, AM Gainutdinov, AM Semikhatov, IYu Tipunin
2009-11-11
High Energy Physics - Theory · Physics
Fermionic representations for characters of M(3,t), M(4,5), M(5,6) and M(6,7) minimal models and related Rogers-Ramanujan type and dilogarithm identities
A. G. Bytsko
2008-11-26
High Energy Physics - Theory · Physics
Quasi-Particles, Conformal Field Theory, and $q$-Series
S. Dasmahapatra, R. Kedem, T. R. Klassen, B. M. McCoy +1
2014-11-18