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dc.contributor.authorDas, B-
dc.contributor.authorPati, K C-
dc.identifier.citationIndian Journal of Pure and Applied Mathematics, Vol 38 Iss 6 P 1-21en
dc.descriptionCopyright for this article belongs to INSAen
dc.description.abstractLanglands decompositions of affine Kac-Moody algebras have been obtained by the method of direct determination as introduced by Cornwell for Lie algebras. This method is particularly helpful in the case of lower rank algebras. The involutive automorphisms required for such a study are obtained from the Satake diagrams of the corresponding algebras. This has been well illustrated by taking A(1) 3 (untwisted) and A(2) 4 (twisted) as representative examples.en
dc.format.extent767737 bytes-
dc.subjectKac-Moody Algebraen
dc.subjectDynkin Diagramsen
dc.subjectSatake Diagramsen
dc.titleLanglands Decomposition of Affine KAC-MOODY Algebrasen
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