Minimal Graphs.
Minimal surfaces and deformations of holomorphic curves in Kähler-Einstein manifolds
Morse-Conley theory for minimal surfaces of varying topological type.
New results on the classical problem of Plateau on the existence of many solutions
Numerical finiteness results for minimal surfaces in three-dimensional space forms.
On a critical point theory for minimal surfaces spanning a wire in Rn.
On a free boundary problem for minimal surfaces.
On complete minimal surfaces with finite Morse index in three manifolds.
On embedded minimal disks in convex bodies
On the Instability of Minimal Submanifolds in Riemannian Manifolds of Positive Curvature.
On the Morse Index of Minmal Surfaces in IRp with Polygonal Boundaries.
On the Morse Number of Embedded and Non-Embedded Minimal Immersions Spanning Wires on the Boundary of Special Bodies in IR3.
On the mountain pass lemma
On the number of minimal two-spheres of small area in manifolds with curvature bounded above.
On the structure of the set of curves bounding minimal surfaces of prescribed degeneracy.
Plateau's Problem for surfaces of constant mean curvature form a global point of view.
Problèmes de valeurs propres et application à l'indice des surfaces de courbure moyenne constante
Quaternionic maps and minimal surfaces
Let and be hyperkähler manifolds. We study stationary quaternionic maps between and . We first show that if there are no holomorphic 2-spheres in the target then any sequence of stationary quaternionic maps with bounded energy subconverges to a stationary quaternionic map strongly in . We then find that certain tangent maps of quaternionic maps give rise to an interesting minimal 2-sphere. At last we construct a stationary quaternionic map with a codimension-3 singular set by using the embedded...
Regularity and Finiteness of Solutions to the Free Boundary Problem for Minimal Surfaces.
Regularity of weak H-surfaces.