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Subconvexity for L-functions of Hilbert Modular Forms via Delta Method

International Centre for Theoretical Sciences via YouTube

Overview

Learn about subconvexity bounds for L-functions of Hilbert modular forms through a 49-minute lecture presented at the International Centre for Theoretical Sciences. Explore the application of the Delta Method in obtaining these bounds as part of a comprehensive workshop on Circle Method and Related Topics. Delve into advanced number theory concepts presented by Keshav Aggarwal during this specialized academic presentation aimed at senior graduate students and post-doctoral researchers. Gain insights into this significant contribution to analytic number theory and its connections to the broader landscape of mathematical research, including the Langlands program and ergodic theory. The lecture is part of a two-week program featuring expert presentations on various applications of the circle method in modern mathematics.

Syllabus

Subconvexity for L-functions of Hilbert Modular Forms via Delta Method by Keshav Aggarwal

Taught by

International Centre for Theoretical Sciences

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