معرفی
Sarah Zerbes is a Professor at ETH Zürich, specializing in advanced mathematical research areas including number theory and algebraic geometry. Her work focuses on arithmetic properties of automorphic forms and L-functions, utilizing tools from p-adic cohomology and Iwasawa theory.
As a leading academic in pure mathematics, she contributes to the development of modern arithmetic geometry through collaborative research and mentorship. Her current research explores connections between modular forms, Euler systems, and the arithmetic of Shimura varieties, advancing theoretical frameworks in algebraic number theory.
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