Examines where push-forward homomorphisms fail to be injective on Chow groups of certain dimension for general hyperplane sections of specified hypersurfaces.
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The paper defines representability of codimension three cycles on fourfolds in terms of zero cycles modulo rational equivalence on surfaces.
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Algebraic cycles on hyperplane sections of hypersurfaces in $\mathbb P^n$ for $n=5,6$
Examines where push-forward homomorphisms fail to be injective on Chow groups of certain dimension for general hyperplane sections of specified hypersurfaces.
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Representability of codimension three cycles
The paper defines representability of codimension three cycles on fourfolds in terms of zero cycles modulo rational equivalence on surfaces.