SeminarsSpecial Values of Zeta-functions and Euler Characteristics
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Let X be a regular scheme, projective and flat over Spec Z, Let r be a rational integer. We describer a conjecture which gives the value of the zeta function of X at the point s = r in terms of Euler characteristics involving motivic cohomology, Betti cohomology and derived de Rham cohomology. We will explain how this conjecture specializes to known theorems and previous conjectures
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Stephen Lichtenbaum
2015-05-15
10:30:00 - 11:30:00
101 , Mathematics Research Center Building (ori. New Math. Bldg.)
Let X be a regular scheme, projective and flat over Spec Z, Let r be a rational integer. We describer a conjecture which gives the value of the zeta function of X at the point s = r in terms of Euler characteristics involving motivic cohomology, Betti cohomology and derived de Rham cohomology. We will explain how this conjecture specializes to known theorems and previous conjectures