Regular biography
Jingyi Chen is a Faculty member in the Department of Mathematics at The University of British Columbia. He obtained his Ph.D. in Mathematics from Stanford University. His research interests are not specified in the available information. He can be contacted via email at jychen@math.ubc.ca or through his personal website at https://www.math.ubc.ca/user/2727.
Scholar-generated biography
Jingyi Chen is a researcher at the University of British Columbia specializing in Differential Geometry, Geometric Analysis, and Partial Differential Equations. Their work focuses on the study of geometric flows, such as mean curvature flow, and their applications to submanifolds in manifolds. Chen's research includes the analysis of singularities in geometric flows, regularity of solutions to Hessian quotient equations, and the behavior of Lagrangian submanifolds. They have also explored the rigidity of self-shrinking solutions and the regularity of convex solutions to special Lagrangian equations. Their contributions span topics like harmonic mappings, minimal surfaces, and the geometry of Kähler-Einstein surfaces.