The cone over the Clifford torus in R4 ist ...-minimizing.
Calibrations and the size of Grassmann faces.
Almost Every Curve in R3 Bounds a Unique Area Minimizing Surface.
Size-minimizing rectifiable currents.
Clusters minimizing area plus length of singular curves.
On the Singular Structure of Two-Dimensional Area Minimizing Surfaces in Rn.
Least-volume representatives of homology classes in
Isoperimetric Symmetry Breaking: a Counterexample to a Generalized Form of the Log-Convex Density Conjecture
We give an example of a smooth surface of revolution for which all circles about the origin are strictly stable for fixed area but small isoperimetric regions are nearly round discs away from the origin.
Geodesics and soap bubbles in surfaces.
The faces of the Grassmanian of three-planes in R7 (Calibrated geometries on R7).
Proof of the double bubble conjecture.
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