$A 1^{(1)}$ Admissible Representations - Fusion Transformations and Local CorrelatorsReport as inadecuate



 $A 1^{(1)}$ Admissible Representations - Fusion Transformations and Local Correlators


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We reconsider the earlier found solutions of the Knizhnik-Zamolodchikov (KZ) equations describing correlators based on the admissible representations of $A 1^{(1)}$. Exploiting a symmetry of the KZ equations we show that the original infinite sums representing the 4-point chiral correlators can be effectively summed up. Using these simplified expre

Author: P. Furlan; A. Ch. Ganchev; V. B. Petkova

Source: https://archive.org/







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