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Dynamical Systems

Author: Oliver Knill
Url: http://abel.math.harvard.edu/archive/118r_spring_05/handouts/text.pdf
Format: Pdf
Category: Dynamical Systems
Pages: 130
Clicks: 712

Contents: Introduction; Feigenbaum: maps in one dimensions; Henon: maps in two dimensions; Hilbert: Differential equations in two dimensions; Lorentz: ODEs in higher dimensions; Birkhof: billiards; Hedlund: cellular automata; Mandelbrot: maps in the complex plane; Bernoulli: subshifts of finite type; Weyl: dynamical systems in number theory; Poincare: many body problems; Einstein: geodesic flows.

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