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Explore the enduring mathematical contributions of Hel Braun in this Members' Colloquium talk by Ellen Eischen at the Institute for Advanced Study. Discover how Braun's work in classical number theory, modular and automorphic forms, and Jordan algebras continues to influence contemporary mathematical research. Learn about the interconnections between these seemingly distinct areas and how they naturally led Braun from one topic to the next. Understand why Braun's work remains relevant today for reasons that differ from her original motivations and were likely unforeseen during her time. The talk also addresses why Braun remains relatively unknown despite her significant influence on mathematics. Designed for a broad mathematical audience, this colloquium-level presentation welcomes both those unfamiliar with Braun and those curious about her specific mathematical legacy. The 59-minute talk will take place on March 24, 2025, at 1:00pm in Simonyi 101 with remote access available.
