Stability of Hypersurfaces with Constant Mean Curvature.
Stable Minimal Surfaces and Spatial Topology in General Relativity.
Stationary minimal surfaces with boundary on a simplex.
Structure des surfaces de Kato
Sul comportamento asintotico di superfici minimali limitate da due curve di Jordan in piani paralleli (di )
Superficie minime illimitate
Superficies minimales foliadas por circunferencias: los ejemplos de Riemann.
Supplement on curved flats in the space of point pairs and isothermic surfaces: A quaternionic calculus.
Sur l'ellipsoïde de volume minimum parmi ceux dans lesquels un certain nombre de sections centrales ont des aires données
Sur les limites entre lesquelles le caténoide est une surface minima
Sur les surfaces minima projectives
Sur un élément du triangle rectiligne ; symédiane
Surfaces in and via spinors
We generalize the spinorial characterization of isometric immersions of surfaces in given by T. Friedrich to surfaces in and . The main argument is the interpretation of the energy-momentum tensor associated with a special spinor field as a second fundamental form. It turns out that such a characterization of isometric immersions in terms of a special section of the spinor bundle also holds in the case of hypersurfaces in the Euclidean -space.
Surfaces minimales bordées par quatre droites
Surfaces minimales dans
Surfaces minimales non orientables de genre quelconque
Surfaces of constant Gauβ curvature and of arbitrary genus
Surfaces of constant mean curvature c in H3 (-c2) with prescribed hyperbolic Gauss map.
Surfaces of minimal area enclosing a given body in
Surfaces with Parallel Normalized Mean Curvature Vector.