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Explore advanced mathematical concepts in this conference talk that delves into endoscopic theory for GL(2, K), examining techniques and applications that extend beyond traditional endoscopic methods. Learn from Malors Emilio Espinosa Lara from the University of Toronto as he presents cutting-edge research in representation theory and automorphic forms, focusing specifically on the general linear group of degree 2 over a field K. Discover how these mathematical frameworks contribute to our understanding of L-functions, trace formulas, and the broader landscape of the Langlands program. Gain insights into the sophisticated mathematical machinery used to study automorphic representations and their connections to number theory and algebraic geometry.
