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arXiv:math/0702341 [math.AG]AbstractReferencesReviewsResources

Hodge Structure of a Complete Intersection of Quadrics in a Projective Space

Su-Jeong Kang

Published 2007-02-12Version 1

Given a smooth projective variety V of dimension n, one may say that V has motivic dimension less than d+1 if the cohomology of V comes from varieties of dimensions less than d+1 in some geometric way. In this paper, we show that a smooth complete interesection of k quadrics has a motivic dimension less than k.

Comments: 20 pages
Categories: math.AG
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