About
Grigoris Paouris is a Professor in the Department of Mathematics at Texas A&M University, specializing in High-Dimensional Phenomena at the intersection of Analysis, Probability, and Geometry. His research focuses on Asymptotic Functional Analysis, Convex Geometry, and Random Matrix Theory.
Key research areas include:
- Concentration of measure phenomena
- Functional inequalities in high dimensions
- Random matrix theory applications
- Computational algebraic geometry
- Distribution of volume in convex bodies
He has been awarded prestigious fellowships including the Sloan Fellowship (2011) and Simons Fellowship (2021). His research is funded by NSF and Simons Foundation grants. Recent publications explore affine isoperimetric inequalities, geometric probability, and computational aspects of polynomial systems.
Professor Paouris teaches graduate and undergraduate courses in functional analysis and probability theory. He serves on editorial boards of major mathematics journals and regularly organizes international workshops on convex geometry and high-dimensional probability.
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