K-theory and intersection theory revisited |
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Authors: | Henri Gillet |
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Affiliation: | (1) Department of Mathematics, Statistics and Computer Science, University of Illinois at Chicago, 60680 Chicago, IL, USA |
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Abstract: | Another proof that the product structure on K-theory may be used to define the product structure on the Chow ring of a smooth variety over a field is presented. The virtue of this proof is that it is essentially a formal argument using natural properties of Quillen's spectral sequence, the K-theory product, cycle classes, and the classical intersection product. |
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Keywords: | Intersection theory Bloch's Formula Products Chow groups |
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