A construction of the category of mixed tate motives using aomoto polylogarithms and nori formalism
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Abstract (EN)
Grothendieck proposed the category of motives as a Tannakian category, offering a universal framework for cohomology theories in the realm of algebraic geometry. In this study, we will consider motives in the sense of Nori. One expects the Hopf algebra of mixed Tate motives to be isomorphic to the bi-algebra A of Aomoto polylogarithms. We aim to construct A using Nori motives and Nori's diagram formalism.
Author
Ahmet Berkay Kebeci
How to Cite
Ahmet Berkay Kebeci (Doctorate thesis). A construction of the category of mixed tate motives using aomoto polylogarithms and nori formalism, 2023, Koç University.
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