2 citations · 3 across the 5 of their papers we have counts for
5 papers
-minimal submanifolds
Monica Alice Aprodu
We introduce the notion of -minimality, for a smooth vector field on a Riemannian manifold, a natural extension of the classical notion of minimality, and we prove several b…
Holomorphic vector bundles on Kähler manifolds and totally geodesic foliations on Euclidean open domains
Monica Alice Aprodu, Marian Aprodu
In this Note we establish a relation between sections in globally generated holomorphic vector bundles on Kähler manifolds, isotropic with respect to a non-degenerate quadratic for…
PHH harmonic submersions are stable
Monica Alice Aprodu
We prove that harmonic PHH submersions are (weakly) stable.
Stochastic Characterization of Harmonic maps on Riemannian polyhedra
M. A. Aprodu, T. Bouziane
We have completely rewritten the paper, and corrected the proofs. We construct an exponential map at any point in the (n-1)-skeleton minus the (n-2)-skeleton of an n-dimensional Ri…
Pseudo Harmonic Morphisms on Riemannian Polyhedra
M. A. Aprodu, T. Bouziane
The aim of this paper is to extend the notion of pseudo harmonic morphism (introduced by Loubeau \cite {Lo}) to the case when the source manifold is an admissible Riemannian polyhe…