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- W2950842032 abstract "D.Sullivan (1977) (see also the book by H.Whitney Geometric Integration Theory,1957) considered a new model for underlying cochain complex for classical cohomologies with rational coefficients for arbitrary simplicial spaces that gives the isomorphism with classical rational cohomologies. We apply the key ideas developed by K.MacKenzie (2005) and J.Kubarski (1991) to generalization of the D.Sullivan model for transitive Lie algebroids. The generalization is based on the existence of the inverse image of the transitive Lie algebroids and on the property of transitive Lie algebroids being trivial over contractible manifolds. Using these properties one can construct an underlying cochain complex of differential forms on simplicial space." @default.
- W2950842032 created "2019-06-27" @default.
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- W2950842032 date "2011-02-28" @default.
- W2950842032 modified "2023-10-12" @default.
- W2950842032 title "Generalization of the Sullivan construction for Transitive Lie Algebroids" @default.
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