Skip to content
South-West Network in Generalised Solutions for Nonlinear PDEs
  • Home
  • Meetings
    • Meeting 1
    • Meeting 2
    • Meeting 3
    • Meeting 4
    • Meeting 5
    • Meeting 6
    • Meeting 7
    • Meeting 8
    • Meeting 9
    • Meeting 10
    • Meeting 11
    • Meeting 12

A variational problem in L∞ involving the Laplacian, Roger Moser (Bath)

By swngsn_admin | January 26, 2017
0 Comment

A variational problem in L∞ involving the Laplacian

Category: Abstracts Meeting 5
Post navigation
← Existence of geometric D-solutions to the Dirichlet problem for the Infinity-Laplacian which are critical points, Nikos Katzourakis (Reading) Nonlinear elliptic PDEs and ergodic Mean Field Games, Ermal Feleqi (Cardiff) →

Departments

School of Mathematics, Cardiff University

Department of Mathematics and Statistics, University of Reading

Department of Mathematical Sciences, University of Bath

Organisers

Federica Dragoni (Cardiff University)

Nikos Katzourakis (University of Reading)

Apala Majumdar (University of Bath)

Johannes Zimmer (University of Bath)

custom footer text left
custom footer text right
Iconic One Theme | Powered by Wordpress