2 Septe lrber 1961 Printed in Japan LIE ALGEBRA COHOMOLOGY AND THE GENERALIZED BOREL-WEIL THEOREM BY BERTRAM KOSTANT (Received October 10, 1960)
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11 oct 2005 · Bertram Kostant The Annals of Mathematics, 2nd Ser , Vol 74, No 2 (Sep , 1961), 329-387 Stable URL: http://links jstor
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Lie algebra cohomology was invented by E Cartan in an attempt to compute the de Rham cohomology The result is given by Kostant's generalized Borel–Weil–
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25 août 2009 · We prove the analog of Kostant's Theorem on Lie algebra coho- mology in the context of quantum groups In particular, it is shown that
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2 Kostant's Theorem The computation of the Lie algebra cohomology of the nilpotent radical was done by Kostant in 1961, with the result
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23 août 2010 · We also cite Kostant's Theorem, leading to links with representation theory In Section 6 we conclude with a short overview on BRST quantization
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Abstract: We prove a vanishing theorem for Lie algebra cohomology which consti- tutes a loop group analogue of Kostant's Lie algebra version of the
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