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Explore the intersection of differential equations and number theory in this 47-minute conference talk examining Galois groups of D-finite series modulo primes. Delve into advanced mathematical concepts as Florian Fürnsinn from the University of Vienna presents research connecting differential equations with prime number theory. Learn about D-finite series, their properties, and how Galois group theory applies when working modulo prime numbers. Discover the mathematical relationships between these seemingly disparate areas of mathematics and gain insights into current research developments in this specialized field. The presentation is part of the GADEPs (Galois theory, Arithmetic, Differential equations, and special functions) focused meeting series hosted by Instituto de Matemática Pura e Aplicada.
