Benoît Daniel

On Ricci surfaces and constant mean curvature isometric immersions

The notion of Ricci surface was introduced by A. and S. Moroianu; it is a surface that locally admits an isometric immersion as a minimal surface in Euclidean space R3 or as a maximal surface in Lorentzian space L3. In this talk we will consider extensions of this notion related to constant mean curvature isometric immersions.