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Web page: Alexandru I. Suciu | Created: April 23, 2001 |
| Maintained by: Misha Kogan | URL: http://www.math.neu.edu/~GASC/gas/viehweg.html |
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| Chern classes of Gauss-Manin Bundles of weight one vanish |
| Abstract: Report on a recent article (joint work
with Hélène Esnault) on the vanishing in CH•(Y)Q
of
the even higher chern classes of the sheaf f*W¹X/Y(logD),
for families of abelian varieties f:X ®
Y:
Let H ¹
be
a variation of polarized pure Hodge structures of weight
1,
with unipotent local monodromies along the components of T, and
let H
¹
be its Deligne extension. Then ch(H
¹)ÎCH0(
S)Q
.
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Web page: Alexandru I. Suciu | Created: April 23, 2001 |
| Maintained by: Misha Kogan | URL: http://www.math.neu.edu/~GASC/gas/viehweg.html |