Transversality of equivariant mappings with closed associated differential forms on G-manifolds
Summary: It is proved that any equivariant mapping between \(G\)-manifolds (\(G\) a Lie group), with a closed associated differential form, is transversal to the orbit of any point in its image up to a \(G\)-invariant subspace of the tangent space.
scientific article; zbMATH DE number 5787951