1 citations · 1 across the 3 of their papers we have counts for
3 papers
math.DG2025
New constructions of biharmonic polynomial maps between spheres
Rares Ambrosie
In this paper, we study diagonal maps between spheres given by two homogeneous polynomial maps between spheres, defined on the same domain sphere. First we find their bitension fie…
math.DG2023
The energy density of biharmonic quadratic maps between spheres
Rares Ambrosie, Cezar Oniciuc
In this paper, we first prove that a quadratic form from to is non-harmonic biharmonic if and only if it has constant energy density . Then,…
math.DG2022★ 1 cited
Biharmonic homogeneous polynomial maps between spheres
Rareş Ambrosie, Cezar Oniciuc, Ye-Lin Ou
In this paper we first prove a characterization formula for biharmonic maps in Euclidean spheres and, as an application, we construct a family of biharmonic maps from a flat -di…