| Mark Behrens | Homotopy theory, and interactions with number theory. |
| Sebastian Casalaina-Martin | I study algebraic geometry; in particular, my research has been on cubic threefolds, curves, and abelian varieties. |
| Pierre Charollois | Number Theory. I am interested in modular forms, complex multiplication and "Kronecker Jugendtraum" |
| Li Chen | My main interests are PDEs and their application. please see details in my webpage. |
| Xiaohua Feng | History of Mathematics, History of Geometry,History of Differential Geometry |
| John Francis | Algebraic topology |
| Eriko Hironaka | My interests lie in the interfaces between number theory and low dimensional topology. For example, I have been working on Lehmer's problem and Knot Theory, Salem numbers and pseudo-Anosov mapping classes. |
| Leila Khatami | My mathematical interest is in applications of homological methods in commutative algebra. |
| Andrea Miller | (Chow-) Motives, especially motives attached to modular forms. |
| Pan Peng | Mathematical physics |
| Bjorn Poonen | Number theory and algebraic geometry. I am especially interested in studying rational points on varieties, and in proving that certain number-theoretic problems are undecidable. |
| Petram Safari | My research field is Geometric Analysis. |
| Matthias Schueett | Algebraic Geometry and Number Theory; in particular K3 surfaces, Calabi-Yau threefolds, modular forms, elliptic fibrations |
| Jean-Pierre Serre | At the moment, I am mostly interested in group theory. |
| Seth Sullivant | I am interested in combinatorics and polyhedral geometry, and algebraic geometry and commutative algebra of a combinatorial flavor. The majority of problems I work on are motivated by or have direct applications to problems in statistical inference and computational biology. Very brief: combinatorics, algebraic geometry, commutative algebra, applications in statistics and computational biology. |
| Gabor Szekelyhidi | I'm interested in the existence of canonical metrics on complex manifolds, and the relation to algebro-geometric stability notions. |
| Tony Varilly | Rational points on varieties, del Pezzo surfaces in particular |
| Peng Zhang | String theory and related mathematics |
| Song Zhang | My research interests are: Differential Geometry, Topology, Wave Partial Differential Equations, Fourier Analysis, Optics, Computational Geometry. |