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Explore the mathematical theory of p-adic theta-functions and their relationship to rigid meromorphic cocycles in this 11-minute conference talk presented at the International Workshop on Automorphic Forms. Delve into advanced topics in number theory and algebraic geometry as the speaker examines the intricate connections between these mathematical objects. Learn about the properties and applications of p-adic theta-functions, which are p-adic analogues of classical theta-functions, and discover how they relate to rigid meromorphic cocycles in the context of automorphic forms theory. Gain insights into cutting-edge research in arithmetic geometry and the p-adic approach to studying modular forms and their generalizations.
