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
Let $\mathcal{F} $ be a holomorphic foliation with singularities in a smooth complex manifold $W $ ,...
Let M be a n-dimensional complex manifold, let S be a globally irreducible compact analytic hypersur...
Abstract. LetX be a (possibly singular) subvariety of a complex manifoldM and Y a subvariety ofX. We...
Let M be a smooth complex manifold, and S(subset of M) be a compact irreducible subvariety with dim(...
Let M be a smooth complex manifold, and S(subset of M) be a compact irreducible subvariety with dim(...
Let M be a smooth complex manifold, and S(subset of M) be a compact irreducible subvariety with dim(...
Let M be a smooth complex manifold, and S(subset of M) be a compact irreducible subvariety with dim(...
We describe a general construction providing index theorems localizing the Chern classes of the norm...
We describe a general construction providing index theorems localizing the Chern classes of the norm...
We describe a general construction providing index theorems localizing the Chern classes of the norm...
Let $M$ be a complex manifold and $S\subset M$ a (possibly singular) subvariety of $M$. Let $f\colon...
Let $M$ be a complex manifold and $S\subset M$ a (possibly singular) subvariety of $M$. Let $f\colon...
Let $M$ be a complex manifold and $S\subset M$ a (possibly singular) subvariety of $M$. Let $f\colon...
In this article we define and compute an index for a holomorphic vector field on a (possibly singula...
Let $M$ be a complex manifold and $S\subset M$ a (possibly singular) subvariety of $M$. Let $f\colon...
Let $\mathcal{F} $ be a holomorphic foliation with singularities in a smooth complex manifold $W $ ,...
Let M be a n-dimensional complex manifold, let S be a globally irreducible compact analytic hypersur...
Abstract. LetX be a (possibly singular) subvariety of a complex manifoldM and Y a subvariety ofX. We...
Let M be a smooth complex manifold, and S(subset of M) be a compact irreducible subvariety with dim(...
Let M be a smooth complex manifold, and S(subset of M) be a compact irreducible subvariety with dim(...
Let M be a smooth complex manifold, and S(subset of M) be a compact irreducible subvariety with dim(...
Let M be a smooth complex manifold, and S(subset of M) be a compact irreducible subvariety with dim(...
We describe a general construction providing index theorems localizing the Chern classes of the norm...
We describe a general construction providing index theorems localizing the Chern classes of the norm...
We describe a general construction providing index theorems localizing the Chern classes of the norm...
Let $M$ be a complex manifold and $S\subset M$ a (possibly singular) subvariety of $M$. Let $f\colon...
Let $M$ be a complex manifold and $S\subset M$ a (possibly singular) subvariety of $M$. Let $f\colon...
Let $M$ be a complex manifold and $S\subset M$ a (possibly singular) subvariety of $M$. Let $f\colon...
In this article we define and compute an index for a holomorphic vector field on a (possibly singula...
Let $M$ be a complex manifold and $S\subset M$ a (possibly singular) subvariety of $M$. Let $f\colon...
Let $\mathcal{F} $ be a holomorphic foliation with singularities in a smooth complex manifold $W $ ,...
Let M be a n-dimensional complex manifold, let S be a globally irreducible compact analytic hypersur...
Abstract. LetX be a (possibly singular) subvariety of a complex manifoldM and Y a subvariety ofX. We...
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