Affine bundles and integrable almost tangent structures

M. Crampin, G. Thompson

Source record

Source: Crossref

Published: Jul 1, 1985

DOI: 10.1017/s0305004100063246

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Source abstract

An almost tangent structure on a manifold N is a type (1,1) tensor field S on N with the property that at each point y ∊ N the kernel of S y (regarded as a linear endo-morphism of T y N) coincides with its image. An almost tangent structure is said to be integrable if its Nijenhuis tensor vanishes.

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