Applied & nonlinear analysis

Current research in the Applied & Nonlinear Analysis research program emphasises:

  • elliptic and parabolic partial differential equations
  • geometric and physical variational problems
  • geometric partial differential equations
  • geometric evolutions
  • geometric measure theory
  • optimal transportation
  • affine differential geometry
  • conformal differential geometry
  • finite element and difference equation approximations
  • geometry of fractals.

Updated:  26 February 2017/Responsible Officer:  Director/Page Contact:  School Manager