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Explore the deep connections between Arthur representations and the unitary dual in this 53-minute conference talk delivered at the Fields Institute. Delve into advanced topics in representation theory as the speaker examines the intricate relationship between Arthur's classification of automorphic representations and the unitary dual of reductive groups. Investigate the fundamental structures that govern these mathematical objects and their applications in modern harmonic analysis and number theory. Gain insights into cutting-edge research developments in this specialized area of mathematics, building understanding of how Arthur representations contribute to our comprehension of the unitary dual and its broader implications in representation theory.
