K. Lang

most citedThe critical O(

N

)

σ

-model at dimension

2 < d < 4

: Hardy-Ramanujan distribution of quasi-primary fields and a collective fusion approach

14 citations · 22 across the 2 of their papers we have counts for

collaborators

Showing hep-thShow all

2 papers · 1 filter

hep-th1994★ 14 cited

The critical O( $N$ ) $σ$ -model at dimension $2 < d < 4$ : Hardy-Ramanujan distribution of quasi-primary fields and a collective fusion approach

Klaus Lang, Werner Ruehl

The distribution of quasiprimary fields of fixed classes characterized by their O $(N)$ representations $Y$ and the number $p$ of vector fields from which they are composed at $N=\i…

hep-th1993★ 8 cited

Critical O(N) - vector nonlinear sigma - models: A resume of their field structure

Klaus Lang, Werner Ruehl

The classification of quasi - primary fields is outlined. It is proved that the only conserved quasi - primary currents are the energy - momentum tensor and the O(N) - Noether curr…

The critical O(N) σ-model at dimension 2<d<4: Hardy-Ramanujan distribution of quasi-primary fields and a collective fusion approach

Critical O(N) - vector nonlinear sigma - models: A resume of their field structure

The critical O( $N$ ) $σ$ -model at dimension $2 < d < 4$ : Hardy-Ramanujan distribution of quasi-primary fields and a collective fusion approach