A bridge principle for minimal and constant mean curvature submanifolds of RN.
A class of boundary problems for extremal surfaces of mixed type in Minkowski 3-space.
A finiteness result in the free boundary value problem for minimal surfaces
A limiting geometry for capillary surfaces
A Method of Solving Nonlinear Variational Problems by Nonlinear Transformation of the Objective Functional. Part II.
A Note on the Interpretation of Closed H-Surfaces in Physical Terms.
A parametric variational principle for minimal surfaces of varying topological type.
A Pertubation Theorem for Surfaces of Constant Mean Curvature.
A Priori estimates for minimal surfaces with free boundary, which are not minima of the area.
A regularity theorem for curvature flows.
A remark about minimal surfaces with flat embedded ends.
A subsidiary variational problem and existence criteria for capillary surfaces.
A Sufflcient Condition for a Critical Point of a Functional to be a Minimum and Its Application to Plateau' s Problem.
Affine maximal hypersurfaces
This paper is part of the autumn school on "Variational problems and higher order PDEs for affine hypersurfaces". We discuss affine Bernstein problems and complete constant mean curvature surfaces in equiaffine differential geometry.
An a Priori Estimate for the Oscillation of the Normal to a Hypersurface Whose First and Second Variation With Respect to an Elliptic Integrand is Controlled.
An existence theorem for a non-regular variational problem.
An optimal estimate of the free boundary of a minima surface.
Area Maximizing Hypersurfaces in Minkowski Space Having an Isolated Singularity.
Area minimizing hypersurfaces with isolated singularities.
Area-minimizing integral currents with movable boundary parts of prescribed mass