The Dynamical Systems
This project is a National Science Foundation sponsored project designed to help secondary school and college teachers of mathematics bring contemporary topics in mathematics (chaos, fractals, dynamics) into the classroom, and to show them how to use technology effectively in this process. At this point, there are a number of Java applets available at this site for use in teaching ideas concerning chaos and fractals. There are also several interactive papers designed to help teachers and students understand the mathematics behind such topics as iteration, fractals, iterated function systems (the chaos game), and the Mandelbrot and Julia sets.
|This is an interactive site designed to teach the mathematics behind the Mandelbrot and Julia sets. It consists of a series of tours in which you will discover some of the incredibly interesting and beautiful mathematics behind these images. The site is designed to be used by readers of The Mandelbrot and Julia Sets, published by Key Curriculum Press.|
|This is an interactive paper describing some of the mathematical ideas behind Tom Stoppard's wonderful play, Arcadia, including how young Thomasina, then sixteen years old, discovered back in the 1800s the equations for images from nature such as fractal ferns (as shown unfolding on the left) as well as the basic principles of chaotic dynamics. And how, 200 years later, the mathematical biologist Valentine finally uncovered Thomasina's amazing discoveries.|
For comments concerning this page,
write to Robert L. Devaney at
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