Órbitas Homoclínicas de Equações Diferenciais Funcionais
Não disponível === Suppose an autonomous functional differential equation has an orbit Γ which is homoclinic to a hyperbolic equilibrium point. Our aim is to study a procedure for determining the behavior of solutions, close to Γ, of a functional differential equation...
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| Language: | Portuguese |
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Universidade de São Paulo
1992
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| Online Access: | http://www.teses.usp.br/teses/disponiveis/55/55135/tde-20092018-163436/ |
| Summary: | Não disponível
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Suppose an autonomous functional differential equation has an orbit Γ which is homoclinic to a hyperbolic equilibrium point. Our aim is to study a procedure for determining the behavior of solutions, close to Γ, of a functional differential equation which is a nonautonomous periodic perturbation of the original one. This procedure uses exponential dichotomies and the Fredholm alternative.
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