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Dynamical properties for a mixed Fermi accelerator model
(2013-10-01)
The behavior of the decay of velocity in a semi-dissipative one-dimensional Fermi accelerator model is considered. Two different kinds of dissipative forces were considered: (i) F-v and; (ii) F-v2. We prove the decay of ...
Dynamical properties for a mixed Fermi accelerator model
(2013-10-01)
The behavior of the decay of velocity in a semi-dissipative one-dimensional Fermi accelerator model is considered. Two different kinds of dissipative forces were considered: (i) F-v and; (ii) F-v2. We prove the decay of ...
G(2)-instantons Over Asymptotically Cylindrical Manifolds
(GEOMETRY & TOPOLOGY PUBLICATIONSCOVENTRY, 2015)
Non-Singular Predefined-Time Stable Manifolds
(Universidad EAFIT School of Sciences, 2016-10)
Non-Singular Predefined-Time Stable Manifolds
(Universidad EAFIT School of Sciences, 2017)
Filled Julia set of some class of Hénon-like maps
(2020-01-02)
In this work we consider a class of endomorphisms of R2 defined by f (x, y) = (xy + c, x), where c ∈ R is a real number and we prove that when −1 < c < 0, the forward filled Julia set of f is the union of stable manifolds ...
Compensated convexity and Hausdorff stable extraction of intersections for smooth manifolds
(World Scientific, 2015-05)
We apply compensated convex transforms to define a multiscale Hausdorff stable method to extract intersections between smooth compact manifolds represented by their characteristic functions or as point clouds embedded in ...
Patterns in parabolic problems with nonlinear boundary conditions
(Elsevier B.V., 2007-01-15)
We obtain existence of asymptotically stable nonconstant equilibrium solutions for semilinear parabolic equations with nonlinear boundary conditions on small domains connected by thin channels. We prove the convergence of ...
Patterns in parabolic problems with nonlinear boundary conditions
(Elsevier B.V., 2007-01-15)
We obtain existence of asymptotically stable nonconstant equilibrium solutions for semilinear parabolic equations with nonlinear boundary conditions on small domains connected by thin channels. We prove the convergence of ...