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From Quadratic Forms to Motivic Cohomologies

BIMSA via YouTube

Overview

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Explore the journey from quadratic forms to motivic cohomologies in this 43-minute lecture by Nanjun Yang, an assistant researcher at BIMSA. Delve into Yang's research on motivic cohomology and Chow-Witt rings, including his proposed theory of split Milnor-Witt motives. Gain insights into the application of this theory for computing the Chow-Witt ring of fiber bundles. Learn from a scholar whose work has been published in prestigious journals such as Cambridge Journal of Mathematics and Documenta Mathematica, and discover the connections between algebraic geometry and number theory.

Syllabus

Nanjun Yang: From Quadratic Forms to Motivic Cohomologies

Taught by

BIMSA

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