A 1984 doctoral dissertation at Princeton University marked a significant milestone for Ehud de Shalit, who completed his advanced research under the supervision of Andrew Wiles. Born in Rehovot in 1955, the Israeli number theorist has maintained a career defined by extensive contributions to the study of algebraic structures and p-adic mathematics throughout his tenure at several universities.
Academic Foundation
Before his doctoral studies, de Shalit pursued his foundational education at the Hebrew University of Jerusalem, where he earned a Bachelor of Science degree in 1975. Following this, he transitioned to Princeton University to complete his doctorate. These years in academia provided the framework for his subsequent focus on number theory and related mathematical fields.
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De Shalit returned to the Hebrew University of Jerusalem in 1987 to join the faculty. His progression through the university hierarchy led to an appointment as a full professor in 2001. Alongside his teaching and research responsibilities at his home institution, he has held academic positions at Harvard University. He also serves as an editor for the Israel Journal of Mathematics.
Research and Publications
The research output of de Shalit emphasizes p-adic L-functions, modular forms, and elliptic curves. His monograph, Iwasawa theory of elliptic curves with complex multiplication, was released in 1987 by Academic Press. Additional scholarship includes papers in the Duke Mathematical Journal and the Journal für die reine und angewandte Mathematik. In 1988, he co-authored a study on p-adic regulators with Robert Coleman in Inventiones Mathematicae, further contributing to the understanding of specialized mathematical domains.
Fast facts
- Born: 16 March 1955
- Birthplace: Rehovot, Israel
- Doctoral Advisor: Andrew Wiles
- Alma Mater: Hebrew University of Jerusalem and Princeton University
- Citizenship: Israel
- Field: Mathematics
- Current Position: Professor at Hebrew University of Jerusalem
Questions readers ask
Where did Ehud de Shalit complete his Ph.D.?
He earned his Ph.D. at Princeton University in 1984.
What is his primary area of expertise?
He is a mathematician specializing in number theory.
Achievements
- Held posts at Harvard University and Hebrew University of Jerusalem
- Fields: mathematics