Nonlocal bifurcations / Yu. Ilyashenko, Weigu Li
By: Ilyashenko, Yu [autor]
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Contributor(s): Li, Weigu.
Series: Mathematical Surveys and Monographs No. 66.Rhode Island : American Mathematical Society, 1999Edition: primera edición.Description: xiii, 286 paginas. ; 26 cm.Content type: texto Media type: no mediado Carrier type: volumenISBN: 0821804979.Subject(s): Teoria de la bifurcacionDDC classification: 515.35 / | Item type | Current location | Collection | Call number | Vol info | Copy number | Status | Notes | Date due | Barcode | Item holds |
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Libros
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Biblioteca Central | General | 515.35 / I29n (Browse shelf) | 8001 | 1 | Available | CO | 8000007948 |
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| 515.35 / H615dif Differential equations, dynamical systems, and an introduction to chaos./ | 515.35 / H861d Differential equations | 515.35 / H861d Differential equations | 515.35 / I29n Nonlocal bifurcations / | 515.35 / I64e Equaçoes diferenciais parciais (EDP) : Um curso de graduaçâo / | 515.35 / In821f Free boundary problems | 515.35 / K61a An Introduction to the Mathematical Theory of Inverse Problems / |
Structural stability and Morse-Smale systems -- Equivalence and local bifurcations in generic one-parameter families -- Homoclinic trajectories of nonhyperbolic singular points -- Preliminarties -- Prevalence -- Attractors, their dimensions and projections -- Smale horseshoe for high school students -- Some results in hyperbolic theory -- Normal forms for local families -- Bifurcations in the Plane -- Homoclinic Orbits of Nonhyperbolic Singular Points -- Homoclinic Tori and Klein Bottles of Nonhyperbolic Periodic Orbits : Noncritical Case -- Homoclinic Torus of a Nonhyperbolic Periodic Orbit : Semicritical Case -- Bifurcations of Homoclinic Trajectories of Hyperbolic Saddles -- Elements of Hyperbolic Theory -- Normal Forms for Local Families : Hyperbolic Case -- Normal Forms for Unfoldings of Saddlenodes --
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