2007年10月12日（金）
広島大学理学部Ｂ３０１号室
10:0010:45 
A Motivic approach to Hodge Conjecture Shunichi Kimura (Hiroshima University) 

11:0512:05 
On the second \elladic AbelJacobi map Kenichiro Kimura (Tsukuba University) 
The comlex AbelJacobi map associates an extension of Hodge structures to an algebraic cycle. There is an $\ell$adic analogue of this map which associates an extension of $\ell$adic Galois representations to an algebraic cycle. There are higher versions for the $\ell$adic AJ map which do not have complex counterpart. I will give a description of the second $\ell$adic AJ map as a 2extenson of $\ell$adic cohomologies. 
14:0015:00 
A new method for constructing indecomposable K_1 of elliptic surfaces of MordellWeil rank zero Masanori Asakura (Kyushu University) 
15:2016:20 
Discrete tomography and Hodge cycles Fumio Hazama (Tokyo Denki University) 
We study a problem in discrete tomography through the theory of distributions, and show that there is an intimate connection between the problem and the study of the Hodge cycles on abelian varieties of CMtype. 
16:4017:40 
Cycles on Varieties Over Subfields of the Complex Numbers James Lewis (University of Alberta) 
Abstract: In the context of algebraic and more generally cubic equivalence, we arrive at infinite rank results pertaining to spaces of algebraic cycles over certain subfields of the complex numbers, refining the recent works of GriffithsGreenParanjape and M. Saito. 
世話人： 木村 俊一（広島大学） 