Exterior products of 0-cycles

Mathematics – Algebraic Geometry

Scientific paper

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24 pages

Scientific paper

We study the exterior product on 0-cycles modulo rational equivalence, and
prove some nonvanishing results. The main tools used are higher cycle- and
Abel-Jacobi- classes developed in articles of J. Lewis and the author. A
theorem of Rosenschon-Saito (in the case of 0-cycles) is a special case of our
results.

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