activity
20172026
most citedGenuine infinitesimal bendings of submanifolds

4 citations · 7 across the 11 of their papers we have counts for

collaborators

12 papers

math.DG2026

Deformable hypersurfaces of

Miguel Ibieta Jimenez, Ruy Tojeiro

We investigate the deformable hypersurfaces of the conformally flat Riemannian products , , of hyperbolic space and a sphere…

math.DG2023

Ricci pinched compact hypersurfaces in spheres

Marcos Dajczer, Miguel I. Jimenez, Theodoros Vlachos

We investigate the topology of the compact hypersurfaces in round spheres whose Ricci curvature satisfies an appropriate bound that only depends on the mean curvature of the subman…

math.DG2023

The infinitesimal deformations of hypersurfaces that preserve the Gauss map

Marcos Dajczer, Miguel Ibieta Jimenez

Classifying the nonflat hypersurfaces in Euclidean space that locally admit smooth infinitesimal deformations that preserve the Gauss map infinites…

math.DG2023

Infinitesimally Moebius bendable hypersurfaces

M. I. Jimenez, R. Tojeiro

Li, Ma and Wang have provided in [\emph{Deformations of hypersurfaces preserving the Möbius metric and a reduction theorem}, Adv. Math. 256 (2014), 156--205] a partial classificati…

math.DG2022

A construction of Sbrana-Cartan hypersurfaces in the discrete class

Marcos Dajczer, Miguel Ibieta Jimenez

The classical classifications of the locally isometrically deformable Euclidean hypersurfaces obtained by U. Sbrana in 1909 and E. Cartan in 1916 includes four classes, among them…

math.DG2022

On the Moebius deformable hypersurfaces

M. I. Jimenez, R. Tojeiro

In the article [\emph{Deformations of hypersurfaces preserving the Möbius metric and a reduction theorem}, Adv. Math. 256 (2014), 156--205], Li, Ma and Wang investigated the intere…