We extend Tanaka theory to the context of supergeometry and obtain an upper bound on the supersymmetry dimension of geometric structures related to strongly regular bracket-generating distributions on supermanifolds and their structure reductions.
Kruglikov, B., Santi, A., The, D. (2024). Symmetries of supergeometries related to nonholonomic superdistributions. TRANSFORMATION GROUPS, 29(1), 179-229 [10.1007/s00031-022-09706-y].
Symmetries of supergeometries related to nonholonomic superdistributions
Santi, A;
2024-01-01
Abstract
We extend Tanaka theory to the context of supergeometry and obtain an upper bound on the supersymmetry dimension of geometric structures related to strongly regular bracket-generating distributions on supermanifolds and their structure reductions.File in questo prodotto:
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Symmetries of Supergeometries Related to Nonholonomic Superdistributions.pdf
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