D-E classification of the local extensions of su 2 current algebras

https://repo-archives.ihes.fr/FONDS_IHES/I_Prepublications/MICHEL/1990-1999/P_92_47/P_92_47.pdf

Auteur(e.s) : MICHEL

Date : 07/1992

Description : Abstract : A method is developed for constructing single valued rational 4-point functions of primary fields for su2 conformal current algebra satisfying the Knizhnik-Zamolodchikov equation. For integer conformal dimensions ? these rational solutions are proven to be in one-to-one correspondence with non-diagonal modular invariant partition functions of the D-even and E-even series of the ADE classification.

Sujet(s) : PARTITIONS

Source : P/92/47

©IHES

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1992, BOGOLUBOV, BOSE, CHEVALLEY, COULOMB, EN, EULER, FERMI, FONCTIONS, GEPNER, HILBERT, JACOB, KAC, KNIZHNIK, LUSCHER, MACK, MATHEMATIQUES, MEDVEDEV, MICHEL, MOBIUS, MOLIEN, MOODY, PARTITIONS, POLIVANOV, PREPUBLICATION, RIEMANN, STANEV, TODOROV, VIRASORO, WARD, WEYL, WITTEN, ZAMOLODCHIKOV

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MICHEL, STANEV, et TODOROV, “D-E classification of the local extensions of su 2 current algebras,” Archives de l'IHES, consulté le 10 septembre 2024, https://omeka.ihes.fr/document/P_92_47.pdf.

D-E classification of the local extensions of su 2 current algebras

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