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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)
Slow–fast systems and sliding on codimension 2 switching manifolds
(2019-01-01)
In this work, we consider piecewise smooth vector fields X defined in R n \ ∑, where Σ is a self-intersecting switching manifold. A double regularization of X is a 2-parameter family of smooth vector fields X ε.η , ε,η > ...
Non-Singular Predefined-Time Stable Manifolds
(Universidad EAFIT School of Sciences, 2016-10)
Topological and Differential Invariants of Singularities of Contact Structure on a Three-Dimensional Manifold
(Cartagena de IndiasCampus Tecnológico, 2020-12)
A contact structure on a three-dimensional manifold is a two-dimensional distribution on this manifold which satisfies the condition of complete non-integrability. If the distribution fails to satisfy this condition at ...
Predefined-time stabilization of high order systems
(IEEE, 2017-05-24)
Predefined-time stabilization of high order systems
(IEEE, 2017-05-24)
Predefined-time stabilization of high order systems
(IEEE, 2017)
Bubbling solutions for supercritical problems on manifolds
(Elsevier, 2015)
Let (M, g) be an n-dimensional compact Riemannian manifold without boundary and Gamma be a non-degenerate closed geodesic of (M, g). We prove that the supercritical problem
-Delta(g)u + hu = u(n+1/n+3) (+/-) (epsilon), ...