Super G-structures of finite type
The author investigates general G-structures of finite type on supermanifolds, obtaining the following main result: Let G be a linear Lie supergroup of finite type with connected body. Then the equivalence problem of G-structures can be reduced to the equivalence problem of complete parallelisms, that is, \(\{\) \(e\}\)-structures. This result is a generalization of a corresponding result for the case of G-structures on manifolds.
G-structures of finite type on supermanifolds
scientific article; zbMATH DE number 4203295
scientific article