In this paper we consider immersions with constant anisotropic mean curvature (CAMC) of a
smooth oriented connected and compact surface Σ, with non-empty boundary∂ Σ, in a …

We study the geometry of complete immersed surfaces in R 3 with constant anisotropic
mean curvature (CAMC). Assuming that the anisotropic functional is uniformly elliptic, we …

We introduce an extended notion of mean curvature for graphs via the Euler-Lagrange
equation of a geometric elliptic functional. We then draw some geometric conclusions for …

We study the geometry of complete immersed surfaces in R3 with constant anisotropic mean
curvature (CAMC). Assuming that the anisotropic functional is uniformly elliptic, we prove …

In this Ph. D. thesis, we investigate two topics in Differential Geometry. The first topic refers to
the study of pseudo-parallel submanifolds in the ambient spaces SnxR and HnxR. We …

In this paper, we investigate a holonomy invariant elliptic anisotropic surface energy for
hypersurfaces in a complete Riemannian manifold, where “holonomy invariant” means that …