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Study "New Directions in Dynamical Systems" Ed. by T. Bedford and H. Swift (London Mathematical Society Lecture Note Series No. 127)
Posted on 2010-03-16
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More "New Directions in Dynamical Systems" Ed. by T. Bedford and H. Swift London Mathematical Society Lecture Note Series (No. 127) This volume comprises a collection of survey articles that review several different areas of research. Each paper is intended to provide both an overview of a specific area and an introduction to new ideas and techniques. Dynamical systems is an area of intense research activity and one which finds application in many other areas of mathematics. • | • The authors have been encouraged to include a selection of open questions as a spur to further research. Topics covered include global bifurcations in chaotic o.d.e.s, knotted orbits in differential equations, bifurcations with symmetry, renormalization and universality, and one-dimensional dynamics. Articles include comprehensive lists of references to the research literature and consequently the volume will provide an excellent guide to dynamical systems research for graduate students coming to the subject and for research mathematicians. Contents Introduction 1. Universality and Renormalisation in Dynamical Systems David Rand 2. Smooth Dynamics on the Interval (with an emphasis on quadratic-like maps) Sebastian van Strien 3. Global Bifurcations in Flows Paul Glendinning 4. Knots and Orbit Genealogies in Nonlinear Oscillators Philip Holmes 5. Limit Cycles of Polynomial Systems - Some Recent Developments N.G. Lloyd 6. Bifurcations with Symmetry Ian Stewart
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