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Tenenblat, Keti - Departamento de Matemática, Universidade de Brasília
Ribaucour Transformations for Hypersurfaces in Space Keti Tenenblat and Qiaoling Wang
On Ribaucour transformations and minimal surfaces M. V. Lemes
GAUGE EQUIVALENCE OF DIFFERENTIAL EQUATIONS DESCRIBING SURFACES OF CONSTANT GAUSSIAN
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K. Tenenblat and J. Vargas be a connected oriented two-dimensional Riemannian surface and let X : M2
Closed Manifolds with Small Excess Keti Tenenblat and Changyu Xia
Ribaucour transformations revisited Armando V. Corro
On the Ricci and Einstein equations on the pseudo-euclidean and hyperbolic spaces
Minimal surfaces obtained by Ribaucour transformations A. V. Corro W. Ferreira K. Tenenblat
On Differential Systems Describing Surfaces of Constant Curvature
Transformations for hypersurfaces with vanishing Gauss-Kronecker curvature A. V. Corro
