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Title
l Moving lemma for additive higher Chow groups, Algebra & Number Theory
Journal
l Algebra & Number Theory
Year
l 2012
Vol
l 6
No
l 2
Pages
l 293-326
Author
l rishna, Amalendu; Park, Jinhyun
DownLoad
l

We study additive higher Chow groups with several modulus conditions. Apart from exhibiting the validity of all known results for the additive Chow groups with these modulus conditions, we prove the moving lemma for them: for a smooth projective variety X and a finite collection W-o of its locally closed algebraic subsets, every additive higher Chow cycle is congruent to an admissible cycle intersecting properly all members of W-o times faces. This is the additive analogue of the moving lemma for the higher Chow groups studied by S. Bloch and M. Levine.

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rishna, Amalendu; Park, Jinhyun.
Moving lemma for additive higher Chow groups, Algebra & Number Theory ,
Algebra & Number Theory ,
6(2):293-326
2014
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