A Hopf bifurcation theorem for evolution equations of hyperbolic type
Aloisio Freiria Neves, Hermano de Souza Ribeiro
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Abstract: In this work we give a version of Hopf Bifurcation theorem in infinite dimension for semi-linear evolution equations. We show existence and uniqueness of a family of periodic solutions and we study its symmetry and stability properties. We do not assume analyticity nor compactness of the...
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Abstract: In this work we give a version of Hopf Bifurcation theorem in infinite dimension for semi-linear evolution equations. We show existence and uniqueness of a family of periodic solutions and we study its symmetry and stability properties. We do not assume analyticity nor compactness of the semi-group generated by the linear part; we also allow the parameter to perturb the unbounded part
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A Hopf bifurcation theorem for evolution equations of hyperbolic type
Aloisio Freiria Neves, Hermano de Souza Ribeiro
A Hopf bifurcation theorem for evolution equations of hyperbolic type
Aloisio Freiria Neves, Hermano de Souza Ribeiro
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