3 citations · 3 across the 1 of their papers we have counts for
3 papers
math.DG2020★ 3 cited
Conformal infinitesimal variations of Euclidean hypersurfaces
M. Dajczer, M. I. Jimenez, Th. Vlachos
In the realm of conformal geometry, we give a classification of the Euclidean hypersurfaces that admit a non-trivial conformal infinitesimal variation. In the restricted case of co…
math.DG2019
Infinitesimal variations of submanifolds
M. Dajczer, M. I. Jimenez
This paper deals with the subject of infinitesimal variations of Euclidean submanifolds with arbitrary dimension and codimension. The main goal is to establish a Fundamental theore…
math.DG2017
Infinitesimal bendings of complete Euclidean hypersurfaces
Miguel Ibieta Jimenez
A local description of the non-flat infinitesimally bendable Euclidean hypersurfaces was recently given by Dajczer and Vlachos \cite{DaVl}. From their classification, it follows th…