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by Eric M. Friedlander, Barry Mazur, Gamma H
http://www.math.uiuc.edu/K-theory/0039/corrfinal.ps.gz
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Abstract:
In this paper, Y and X will be (reduced) projective complex varieties. Homology will be singular homology of underlying topological spaces with Z-coefficients, unless specifically signalled otherwise. If Y is smooth and connected and if Z is an effective algebraic cycle in Y \Theta X equidimensional of dimension r over Y, then the fundamental class [Z] 2 H 2m+2r (Y \Theta X) determines a homomorphism in homology OE Z: H (Y) ! H +2r (X) given by the composition of the Poincar'e duality isomorphism D and slant product with
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