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On the cohomology of
the Lie algebra L2
Alice Fialowski |
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Vol. 172 (1996), No. 2, 399–412
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Abstract |
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We compute the 0-, 1-, and 2-dimensional homology of the vector field Lie algebra L2 with coefficients in the modules ℱλ,μ, and conjecture that the higher dimensional homology for any λ and μ is zero. We completely compute the 0- and 1-dimensional homology with coefficients in the more complicated modules Fλ,μ. We also give a conjecture on this homology in any dimension for generic λ and μ. |
Mathematical Subject Classification 2000
Primary: 17B55
Secondary: 17B66
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Milestones
Received: 20 January 1993
Revised: 22 May 1993
Published: 1 February 1996
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Authors |
| Alice Fialowski | |
| Eötövos Loránd University United States |
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