Dynamical Systems: An International SymposiumLamberto Cesari, Jack K. Hale, Joseph P. LaSalle |
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S HARTZMAN 19 Department of Mathematics Dalhousie University | 1 |
Separatrix Structure for Regions Attracted | 7 |
Stability | 12 |
Copyright | |
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Dynamical Systems: An International Symposium Lamberto Cesari,Jack K. Hale,Joseph P. LaSalle Limited preview - 2014 |
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a₁ absolutely continuous Amer Anal Appl assume assumptions asymptotically stable b₁ Banach space boundary bounded sets compact consider constant continuous function convex defined Definition denote Department of Mathematics diffeomorphisms distal dynamical systems eigenvalue equivalent ergodic example exists finite flow function f functional differential equations given Hale Hilbert space hypothesis implies interval invariant measure invariant set L-function L₁ Lemma Liapunov function linear M₁ M₂ manifold Math matrix metric neighborhood of solitude nonlinear norm operator orbits ordinary differential equations oscillating periodic solution perturbations plane pointwise positive problem proof properties quasifilter real number satisfies semidynamical system semigroup separatrix sequence singular point solution x(t stability submanifold subset sufficient conditions Suppose t-convex t₁ tangent theory topological topological space trajectory transformation uniformly unique vector x₁ y₁ York zero