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Gupta, Rahul
Journal of pure and applied algebra, 20/May , Letnik: 226, Številka: 5Journal Article
We study the structure of various invariants of the symmetric powers of a smooth projective curve in terms of that of the Jacobian of the curve. We generalise the results of Macdonald and Collino to various invariants including the Weil-cohomology theory, the higher Chow groups, the additive higher Chow groups and the rational K-groups.
