Exponentiation of motivic measures

Published 4 Dec 2014 in math.AG, math.AT, and math.KT | (1412.1795v1)

Abstract: In this short note we establish some properties of all those motivic measures which can be exponentiated. As a first application, we show that the rationality of Kapranov's zeta function is stable under products. As a second application, we give an elementary proof of a result of Totaro.

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