Sean Curry

Assistant Professor, Oklahoma State University


Office:   MSCS 506

Office hours:   TBA

Teaching: In Fall 2020 I am teaching Calculus II (Math 2135) and Complex Variables (Math 4283/5273).

Click here for my past course webpages.

Research: My research is in differential geometry and complex analysis in higher dimensions, particularly in conformal and CR geometry, motivated by recent developments and applications in mathematical physics.

Papers and Preprints:

  • Deformations and embeddings of three-dimensional strictly pseudoconvex CR manifolds, with P. Ebenfelt
    Submitted.  [pdf][arXiv]

  • Bounded strictly pseudoconvex domains in C2 with obstruction flat boundary II, with P. Ebenfelt
    Advances in Mathematics, 352 (2019), 611–631.  [pdf][doi]

  • Bounded strictly pseudoconvex domains in C2 with obstruction flat boundary, with P. Ebenfelt
    American Journal of Mathematics, to appear.  [pdf][arXiv]

  • On the Lichnerowicz conjecture for CR manifolds with mixed signature, with J. S. Case & V. S. Matveev
    C. R. Math. Acad. Sci. Paris, 356(5):532-537, 2018.  [pdf][doi]

  • Symplectic stability on manifolds with cylindrical ends, with Á. Pelayo & X. Tang
    Journal of Geometric Analysis, 2018.  [pdf][doi]

  • CR embedded submanifolds of CR manifolds, with A. R. Gover
    Mem. Amer. Math. Soc. 258 (2019), no. 1241, v+81 pp.  [pdf][doi]

  • An introduction to conformal geometry and tractor calculus, with a view to applications in general relativity, with A. R. Gover
    in Asymptotic Analysis in General Relativity, 86-170, London Math. Soc. Lecture Note Ser., 443, Cambridge Univ. Press, 2018.   [pdf][book]

Conference Co-organization

      Math Department Seminars