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Push-forwards of Chow groups of smooth ample divisors, with an emphasis on Jacobian varietiesPublished in
2018
Volume: 3461
With a homological Lefschetz conjecture in mind, we prove the injectivity of the push-forward morphism on rational Chow groups, induced by the closed embedding of an ample divisor linearly equivalent to a higher multiple of the Theta divisor inside the Jacobian variety J(C), where C is a smooth irreducible complex projective curve.
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About the journal
| Journal | arXiv preprint arXiv:1805. |
|---|
Authors (1)
Kalyan BanerjeeÉtale monodromy and rational equivalence for 1-cycles on cubic hypersurfaces in [IMG align=ABSMIDDLE alt=$ \mathbb P^5$]tex_sm_4847_img1[/IMG]
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