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Bott residue formula

 Home Mathematics Fields of mathematics Algebraic geometry Structures on manifolds Complex manifolds
 0 By others on same topic  0 Discussions  1970-01-01  See my version
The Bott residue formula is a result in the field of differential topology and algebraic topology that relates the topology of smooth manifolds with specific types of mappings. It is particularly associated with the study of smooth maps between manifolds and the properties of their critical points. The formula is named after Raoul Bott, and it generalizes the classical concept of residues from complex analysis into the realm of differential forms and manifolds.

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