Let M be a smooth complex manifold, and S(subset of M) be a compact irreducible subvariety with dim(C) S > 0. Let be given either a holomorphic map f : M -> M with f(|S) = id(S), f not equal id(M), or a holomorphic foliation F on M: we describe an approach that can be applied to both map and foliation in order to obtain index theorems.
Tovena, F. (2009). A general approach to index theorems for holomorphic maps and foliations. In Geometriae Dedicata (pp.15-31). DORDRECHT : SPRINGER [10.1007/s10711-008-9336-z].
A general approach to index theorems for holomorphic maps and foliations
TOVENA, FRANCESCA
2009-01-01
Abstract
Let M be a smooth complex manifold, and S(subset of M) be a compact irreducible subvariety with dim(C) S > 0. Let be given either a holomorphic map f : M -> M with f(|S) = id(S), f not equal id(M), or a holomorphic foliation F on M: we describe an approach that can be applied to both map and foliation in order to obtain index theorems.File in questo prodotto:
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