Meta-conformal algebras in spatial dimensions
arXiv:1711.05062
Abstract
Meta-conformal transformations are constructed as dynamical symmetries of the linear transport equation in spatial dimensions. In one and two dimensions, the associated Lie algebras are infinite-dimensional and isomorphic to the direct sum of either two or three Virasoro algebras. Co-variant two-point correlators are derived and possible physical applications are discussed.
30 pages
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