- Documentation from Maplesoft
- Some Maple worksheets for dynamical systems from Northwestern University
- Encylopedia of Dynamical Systems - a little advanced for us, and unfinished, but it gives a sense of what's out there
- A ton of internet resources from the Chaos Hypertextbook
- Some applets from Bryn Mawr
- Chaos
for Java from Brian Davies
- Newton's method from the University of Minnesota
- Introduction to chaos from the University of Toronto
- Dave Richeson's applets
- Mandelbrot set, bifurcation diagrams, and iteration
- Cobweb plotter
Quadratic map
Bifurcation diagrams
- Applet for drawing the bifurcation diagram for the function of your choice, from Emporia State University
- Zoomable bifurcation diagrams for a variety of functions, from Boston University
- Maple commands for generating bifurcation diagrams
Fractals
- The Dynamical Systems and Technology Project at Boston University
- Dr. Riddle's Iterated Function Systems page
- Koch snowflake construction applet
- Sierpinski triangle construction applet
- zooming Sierpinski movie from BU
- Complex Newton's method from Clark University
- Newton's method applet
- another Newton's method applet This one does one step at a time.
- Newton's method - without Java
- Newton's method - without Java, interesting examples
- Newton's method fractal applet If you use Newton's method on complex polynomials, you get a fractal.
- The Henon map (zoomable)
- A homoclinic tangle
- Picture of one iterate of the Henon map
- The Ikeda map
- Smale's paper Differentiable Dynamical Systems (the horseshoe is pictured on p. 771)
- Vector field applet
- Chaos in crab populations - New York Times article