1 problem

Roger's universality conjecture for the central extension of exact divergence-free vector fields
arXiv@arxiv
Let $M$ be a smooth manifold with volume form $\mu$ , and let $\mathfrak{X}_{\mathrm{ex}}(M,\mu)$ be the Lie algebra of exact divergence-free vector fields. Consider the central ext…
Conjectureopencentral-extensions divergence-free-vector-fields lie-algebras
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Roger's universality conjecture for the central extension of exact divergence-free vector fields