Research Interests for Robert Bryant
Research Interests: Nonlinear Partial Differential Equations and Differential Geometry
I'm interested in the geometry of partial differential equations (as always), but, more specifically, I have been thinking about conservation laws for PDE, Finsler geometry, calibrations, holonomy, and trying to learn more about SeibergWitten invariants and symplectic geometry.  Keywords:
 Almost complex manifolds, calibrations, CR hypersurfaces, exterior differential systems, Finsler, Geometry, Differential, Global differential geometry, solitons
 Areas of Interest:
exterior differential systems differential geometry algebraic geometry Finsler geometry
 Recent Publications
(search)
 Bryant, R; Huang, L; Mo, X, On Finsler surfaces of constant flag curvature with a Killing field,
Journal of Geometry and Physics, vol. 116
(June, 2017),
pp. 345357 [doi]
 Yerion, KA; Bryant, RL; Bowers, S, The development of a B.A. in computer science and computational thinking,
in New Directions for Computing Education: Embedding Computing Across Disciplines
(April, 2017),
pp. 187199, ISBN 9783319542263 [doi] [abs]
 Bryant, RL, On the convex PfaffDarboux Theorem of Ekeland and Nirenberg
(Preprint, December 22, 2015) [arXiv:1512.07100] [abs]
 Bryant, RL, On the conformal volume of 2tori
(Preprint, July 6, 2015) [arXiv:1507.01485] [abs]
 Bryant, RL, S.S. Chern's study of almostcomplex structures on the sixsphere
(Preprint, May, 2014) [arXiv:1405.3405] [abs]
