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Jose Miguel Veloso
Jose Miguel Veloso
Professor de Matemática Universidade Federal do Pará
Verified email at ufpa.br
Title
Cited by
Cited by
Year
Gauss-Bonnet Theorem in Sub-Riemannian Heisenberg Space
MM Diniz, JMM Veloso
Journal of Dynamical and Control Systems 22, 807-820, 2016
262016
Constant curvature models in sub-Riemannian geometry
E Falbel, JM Veloso, JA Verderesi
Matemática Contemporânea 4, 119-125, 1993
151993
Limit of Gaussian and normal curvatures of surfaces in Riemannian approximation scheme for sub-Riemannian three dimensional manifolds and Gauss-Bonnet theorem
J Veloso
arXiv preprint arXiv:2002.07177, 2020
102020
Rotation surfaces of constant Gaussian curvature as Riemannian approximation scheme in sub-Riemannian Heisenberg space
JMM Veloso
arXiv preprint arXiv:1909.13341, 2019
92019
Equivalence problem in sub-riemannian geometry
E Falbel, JA Verderesi, JMM Veloso
91993
Regions where the exponential map at regular points of sub-Riemannian manifolds is a local diffeomorphism
MM Diniz, JMM Veloso
Journal of dynamical and control systems 15 (1), 133-156, 2009
82009
Cartan connections and path structures with large automorphism groups
E Falbel, M Mion-Mouton, JM Veloso
International Journal of Mathematics 32 (12), 2140016, 2021
62021
First variation of the Hausdorff measure of non-horizontal submanifolds in sub-Riemannian stratified lie groups
MM Diniz, MRB Santos, JMM Veloso
Journal of Dynamical and Control Systems 23, 509-533, 2017
62017
A bilinear form associated to contact sub-conformal manifolds
E Falbel, JM Veloso
Differential Geometry and its Applications 25 (1), 35-43, 2007
52007
Conformal sub-Riemannian geometry in dimension 3
E Falbel, C Gorodski, JM Veloso
51994
Flag structures on real 3-manifolds
E Falbel, JM Veloso
Geometriae Dedicata 209 (1), 149-176, 2020
32020
k-Step Sub-Riemannian Manifold whose Sub-Riemannian Metric Admits a Canonical Extension to a Riemannian Metric
MM Diniz, JMM Veloso
Journal of dynamical and control systems 16, 517-538, 2010
32010
A parallelism for contact conformal sub-Riemannian geometry
E Falbel, JM Veloso
Walter de Gruyter 10 (4), 453-478, 1998
31998
Parappelism for conformal sub-riemannian geometry
E Falbel, JMM Veloso
21993
Caderno de exercícios: cálculo II
CLD Vaz, JMM Veloso
Editora Universitária da Assessoria de Educação a Distância-EditAedi, 2015
12015
A Lorentz form associated to contact sub-conformal and CR manifolds
E Falbel, JM Veloso
Kodai Mathematical Journal 37 (2), 405-426, 2014
12014
Isomorphism of Intransitive Linear Lie Equations
JMM Veloso
SIGMA. Symmetry, Integrability and Geometry: Methods and Applications 5, 103, 2009
12009
Wave Front Sets Singularities of Homogeneous Sub-Riemannian Three Dimensional Manifolds
MM Diniz, I Tribuzy
CUBO, A Mathematical Journal 10 (2), 107–134-107–134, 2008
12008
Prolongation projection commutativity theorem
JM Veloso
CR-Geometry and Overdetermined Systems (Osaka, 1994), Adv. Stud. Pure Math …, 1997
11997
Lie's third theorem for intransitive Lie equations
JMM Veloso
Journal of Differential Geometry 32 (1), 185-198, 1990
11990
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