Feza Gürsey Fizik ve Matematik UAM FGC-IPM-HRI Sayılar Teorisi Seminerleri
Mixed Tate Motives and Aomoto Polylogarithms
Berkay Kebeci
Koç Üniversitesi, Türkiye
Grothendieck proposed the category of motives as a Tannakian category, offering a universal framework for Weil cohomology theories. In this talk, we will consider motives in the sense of Nori. One expects the Hopf algebra R of mixed Tate motives to be isomorphic to the bi-algebra A of Aomoto polylogarithms. Our aim is to reconstruct A using Nori motives. This allows us to write a morphism from A to R.
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Zoom link: https://kocun.zoom.us/j/99715471656 Meeting ID: 997 1547 1656 passcode: 848084
