José Antônio G. Miranda

Mathematics · Physical Sciences

3h-index32citations9works0.02yr avg
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Research Topics

Mathematical Dynamics and Fractals(7), Quantum chaos and dynamical systems(5), Geometry and complex manifolds(3), Geometric Analysis and Curvature Flows(1), Chaos control and synchronization(1)

Publications9 total

Positive topological entropy of Tonelli Lagrangian flows
arXiv (Cornell University)·2024Open Access
A note on Tonelli Lagrangian systems on $\mathbb{T}^2$ with positive topological entropy on high energy level
arXiv (Cornell University)·2020Open Access
On Finite Quotient Aubry set for Generic Geodesic Flows
Mathematical Physics Analysis and Geometry·2020· 1 citedOpen Access
A Note on Tonelli Lagrangian Systems on $\mathbb{T}^2$ with Positive Topological Entropy on a High Energy Level
Nelineinaya Dinamika·2020Open Access
Municipal Human Development Index for Brazilian Cities Based on ELECTRE TRI-C
2013· 3 cited
Jets of closed orbits of Mañé’s generic Hamiltonian flows
Bulletin of the Brazilian Mathematical Society New Series·2013· 6 citedOpen Access
Generic properties of closed orbits for Lagrangian flows on surfaces
arXiv (Cornell University)·2011Open Access
Positive topological entropy for magnetic flows on surfaces
Nonlinearity·2007· 13 citedOpen Access
Generic properties for magnetic flows on surfaces
Nonlinearity·2006· 9 cited

Frequent Co-authors

L.G. Perona(3), Gonzalo Contreras(2), Josué Geraldo Damasceno(2), C. M. Carballo(1), Débora V. S. Pereira(1), Caroline Maria de Miranda Mota(1)