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Motivic Galois Theory of Algebraic Mellin Transforms

Offered By: Galileo Galilei Institute via YouTube

Tags

Number Theory Courses Galois Groups Courses Algebraic Geometry Courses L-functions Courses Arithmetic Geometry Courses Zeta Functions Courses

Course Description

Overview

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Explore the intricate world of algebraic geometry and number theory in this 41-minute lecture by Matija Tapuskovic at the Galileo Galilei Institute. Delve into the fascinating topic of motivic Galois theory and its application to algebraic Mellin transforms. Gain insights into the complex interplay between these mathematical concepts and their implications for advanced research in the field. Discover how motivic techniques can be used to analyze and understand the properties of Mellin transforms, shedding light on deep connections within algebraic geometry and number theory.

Syllabus

Matija Tapuskovic: "Motivic Galois theory of algebraic Mellin transforms"


Taught by

Galileo Galilei Institute

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