Keti Tenenblat

Keti Tenenblat

Universidade de Brasília

H-index: 27

Latin America-Brazil

About Keti Tenenblat

Keti Tenenblat, With an exceptional h-index of 27 and a recent h-index of 15 (since 2020), a distinguished researcher at Universidade de Brasília, specializes in the field of differential geometry.

His recent articles reflect a diverse array of research interests and contributions to the field:

On the inverse mean curvature flow by parallel hypersurfaces in space forms

Superposition formulae for the geometric Bäcklund transformations of the hyperbolic and elliptic sine-Gordon and sinh-Gordon equations

Self-similar solutions to the curvature flow and its inverse on the 2-dimensional light cone

On generalized quasi-Einstein manifolds

Isometric immersions and differential equations describing pseudospherical surfaces

Soliton solutions to the curve shortening flow on the 2-dimensional hyperbolic space

Ricci almost solitons on semi‐Riemannian warped products

On a class of systems of hyperbolic equations describing pseudo-spherical or spherical surfaces

Keti Tenenblat Information

University

Position

___

Citations(all)

2687

Citations(since 2020)

712

Cited By

2223

hIndex(all)

27

hIndex(since 2020)

15

i10Index(all)

59

i10Index(since 2020)

22

Email

University Profile Page

Universidade de Brasília

Google Scholar

View Google Scholar Profile

Keti Tenenblat Skills & Research Interests

differential geometry

Top articles of Keti Tenenblat

Title

Journal

Author(s)

Publication Date

On the inverse mean curvature flow by parallel hypersurfaces in space forms

arXiv preprint arXiv:2403.14782

Alancoc dos Santos Alencar

Keti Tenenblat

2024/3/21

Superposition formulae for the geometric Bäcklund transformations of the hyperbolic and elliptic sine-Gordon and sinh-Gordon equations

SIGMA. Symmetry, Integrability and Geometry: Methods and Applications

Filipe Kelmer

Keti Tenenblat

2024/2/15

Self-similar solutions to the curvature flow and its inverse on the 2-dimensional light cone

Annali di Matematica Pura ed Applicata (1923-)

Fábio Nunes da Silva

Keti Tenenblat

2023/2

On generalized quasi-Einstein manifolds

Filomat

Avik De

Ahmet Yildiz

Uday Chand De

2014/1/1

Isometric immersions and differential equations describing pseudospherical surfaces

Journal of Mathematical Analysis and Applications

Diego Catalano Ferraioli

Tarcísio Castro Silva

Keti Tenenblat

2022/7/15

Soliton solutions to the curve shortening flow on the 2-dimensional hyperbolic space

Revista Matemática Iberoamericana

Fábio Nunes da Silva

Keti Tenenblat

2022/3/21

Ricci almost solitons on semi‐Riemannian warped products

Mathematische Nachrichten

Valter Borges

Keti Tenenblat

2022/1

On a class of systems of hyperbolic equations describing pseudo-spherical or spherical surfaces

Journal of Differential Equations

Filipe Kelmer

Keti Tenenblat

2022/12/5

Noncompact quasi‐Einstein manifolds conformal to a Euclidean space

Mathematische Nachrichten

Ernani Ribeiro Jr

Keti Tenenblat

2021/1

A class of quasilinear second order partial differential equations which describe spherical or pseudospherical surfaces

Journal of Differential Equations

Diego Catalano Ferraioli

Tarcísio Castro Silva

Keti Tenenblat

2020/5/15

See List of Professors in Keti Tenenblat University(Universidade de Brasília)