Configuration space integrals produce characteristic classes of framed fibre bundles with closed manifold fibres, generalizing Kontsevich's graph complex classes to arbitrary closed fibres.
Manifold calculus and homotopy sheaves
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Characteristic classes of framed fibre bundles
Configuration space integrals produce characteristic classes of framed fibre bundles with closed manifold fibres, generalizing Kontsevich's graph complex classes to arbitrary closed fibres.