Hyperbolicity and sensitive chaotic dynamics at homoclinic bifurcations : fractal dimensions and infinitely many attractors
Preface 1. Hyperbolicity, stability and sensitive-chaotic dynamical systems 2. Examples of homoclinic orbits in dynamical systems 3. Dynamical consequences of a transverse homoclinic intersection 4. Homoclinic tangencies: cascades of bifurcations, scaling and quadratic maps 5. Cantor sets in dynamics and fractal dimensions 6. Homoclinic bifurcations: fractal dimensions and measure of bifurcation sets 7. Infinitely many sinks and homoclinic tangencies 8. Overview, conjectures and problems - a theory of homoclinic bifurcations - strange attractors Appendices References.