Otis Chodosh
| Otis Chodosh | |
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| Born | |
| 💼 Occupation | |
| 🌐 Website | web |
Otis Avram Chodosh is a mathematician working in geometry and analysis of PDEs. He is an Associate Professor at Stanford University.[1]
He obtained his PhD at Stanford in 2015, with Simon Brendle and Michael Eichmair as advisors.[2][3]
His most cited paper is co-authored with Christos Mantoulidis: "Minimal surfaces and the Allen–Cahn equation on 3-manifolds: Index, multiplicity, and curvature estimates" published at Annals of Mathematics. In it, they explored and proved theorems on the connection between minimal surfaces and the Allen–Cahn equation in the context of 3-manifolds.[citation needed]
He received a Sloan Fellowship in 2020.[4]
He will deliver a lecture at the 2026 International Congress of Mathematicians.[5]
He was awarded a Frontiers of Science Award jointly with Christos Mantoulidis in 2024.[5]
In 2015, Chodosh was awarded the Walter J. Gores Award, Stanford's highest award for excellence in teaching.[1]
References
- ↑ 1.0 1.1 "Otis Chodosh | Mathematics". mathematics.stanford.edu. Retrieved 2025-07-07.
- ↑ Otis Chodosh at the Mathematics Genealogy Project
- ↑ "Otis Chodosh's homepage". web.stanford.edu. Retrieved 2025-07-07.
- ↑ https://sloan.org/fellows-database
- ↑ 5.0 5.1 https://www.icm2026.org/event/ac193975-5d24-4628-8c30-ddb23de19a8b/speakers
Further reading
- Nadis, Steve (12 November 2025), "New Proofs Probe Soap-Film Singularities", Quanta Magazine
External links
- https://cims.nyu.edu/dynamic/conferences/geomfest22/abstracts/
- https://www.ams.org/journals/notices/201703/201703FULLISSUE.pdf
- https://mathematics.stanford.edu/news/otis-chodosh-wins-2015-gores-award
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