Fusion rules for the fractional level sl(2) algebra
Jan, 199216 pages
Published in:
- Mod.Phys.Lett.A 7 (1992) 1185-1196
Report number:
- KEK-TH-316,
- KEK-PREPRINT-91-209
View in:
Citations per year
Abstract: (WSP)
We derive, as the condition for the null vector decoupling, the fusion rules for the algebra with fractional level, which have an interesting structure related to affine Weyl transformation. It is shown that, to get non-trivial fusion rules, we must include the primary field which belongs to neither the highest nor the lowest weight representations.- field theory: conformal
- dimension: 2
- algebra: SL(2)
- algebra: fusion
- fractional
- operator product expansion
References(11)
Figures(0)