Includes links to articles, gallery and manuscripts.

Images of the Mandelbrot set, produced by Drawing Librarian Professional (DP).

Information on Laplace's Demon, the Butterfly effect, strange attractors, logistic equations, and related resources.

Mathematical experiments, strange and complex sets, dimension defined, and measuremets.

Animated description of some of the mathematical ideas lurking in the background of Tom Stoppard's play Arcadia.

Guide to the concepts, terminology, and key figures of modern dynamics.

National Science Foundation sponsored project designed to help secondary school and college teachers of mathematics bring contemporary topics in mathematics such as chaos, fractals and dynamics into the classroom, and to show them how to use technology effectively in this process.

Modeling the shape of coastline through Brownian motion. Written by Erick Rauch.

Seeks to educate and inspire people about mathematics, art, science, chaos theory and nature.

Fractal images by Vicky Brago-Mitchell. Free wallpaper for computer desktops, with prints and posters available.

Includes definitions, history since 2001, and techniques for designing IFS.

By Eric Rauch. Provides brief introduction, links and other papers on the topic.

Demonstration of how the iterations behave starting inside and outside Mandelbrot set. Article by Alexander Bogoholny.

Various graphic images and links to fractal and other mathematical methods of imaging.

Links to programs, images, artworks, and discussions.

Includes fractal images and animations done with FracZoom, and programs available for download.

Discussion on different sets and attractors. With illustrations.

Program that allows everyone to explore fractals. Includes links to fractal screen savers and fractal art.

Fractals and combinatorics diagrams created using Mathematica. By Robert M. Dickau.

Exposition of the relationship between fractals, the Riemann Zeta, the Modular Group Gamma, the Farey Fractions and the Minkowski Question Mark. With link to Linas' Mathematical Art Gallery.

Discussion on Newton's method, Newton Basin generation and the technical details involved.

Shows that symmetric configurations of fuzzy spin direction detectors generate, through quantum jumps, IFS fractals on the sphere.

International forum bringing together researchers, theoreticians, and practitioners interested in applying dynamical systems theory, neural nets, and related forms of chaos.

Provides articles and illustrations on chaos and fractals. By John Holder.