A primer on mathematics in the age of the computer

Dancing Triangles The Dynamical Systems and Technology Project at Boston University Zooming Sierpinski 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 ...

Welcome to www.societyforchaostheory.org SCTPLS is happy to be a sponsor of the upcoming International Nonlinear Science Conference (INSC) in Vienna on Feb 7-9, 2003. Go here for more information. An Introduction to Nonlinear Dynamics prepared for the 1997 SCTPLS Conference by Keith Clayton is now available (In Acrobat PDF Format). A free copy of the Society s journal, Nonlinear Dynamics, ...

The Computational Beauty of Nature - Computer Explorations of Fractals, Chaos, Complex Systems, and Adaptation ...

Dynamical Systems Homepage Institute for Mathematical Sciences SUNY at Stony Brook A list of recent past conferences, and some upcoming conferences in the field. There is a special Joint Dynamics Seminar held in the Courant Institute. Seminar schedules in the tri-state area. Take a look at the pictures from the conference Around Dynamics held in honor of Jack Milnor. A searchable list of people ...

The Chaos Research Group studies nonlinear dynamics and chaos in engineering systems.

An interactive introduction for everyone to Chaos Physics and Chaotic Motion in Classical and Quantum Mechanics ...

Nonprofit research institute devoted to mathematics, dynamical systems theory, chaos theory, applications, and education.

Andrei Kolmogorov Edward Lorenz Alan Turing ENIAC and Complex Systems Tools Balthazar Van der Pol Fractals Benoit Mandelbrot Georg Cantor Bifurcation George Birkhoff Catastrophe Theory Infinite Sets Cellular Automata Jules Henri Poincare Chaos Kurt Godel Chaotic Attractor Michele Henon Claude Shannon Nonlinearity Communication Theory Qualitative Dynamics Complexity Rene Thom Complex Systems ...

Topics in Mathematics Nonlinear Dynamics Applications of Chaos to Sound and Music ADD. KEYWORDS: Chua's oscillator, dynamical system, differential equations Center for Nonlinear Analysis - Carnegie Mellon University ADD. KEYWORDS: Meetings, partial differential equations, calculus of variations, nonlinear continuum mechanics, stochastic control, numerical analysis and scientific computation ...

An awe-inspiring book. Reading it gave me that sensation that someone had just found the light switch. Douglas Adams This is a stunning work, a deeply exciting subject in the hands of a first-rate science writer. The implications of the research James Gleick sets forth are breathtaking. -Barry Lopez The book and the audiotape at a discount from Amazon. Nature's Chaos Chaos: The Software More ...

A conception of decimal numbers that shows the birth of a new dimension in a natural phenomenon, and the inevitable and simultaneous surge of chaos. With this conception fractal dimensions of Mandelbrot become more general than the whole dimensions with coordinates, and the paradoxes of Cantor's infinite numbers vanish ...

CCL Site Options: Quick and Dirty SSL Encrypted Quick and Encrypted Public Resources: Archive via FTP Archive via HTTP Archive via HTTPS IRC to #ccl (Java) Various Searches What's News Hardware Swap whois yuggoth.org Member Pages: Fungi From Yuggoth Madame Archel Proj. Cthulhu Fhtagn ShadowRealm MUD U.N.Owen's K4d4th Civil Disobedience: Cartome Mirror Cryptome Mirror Cypherpunks Mirror DeCSS ...

The Billiards Simulation Polygon Table Circle Table Stadium Table Ellipse Table Documentation Derya Davis, Mathematics and Physics; Carin Ewing, Philosophy; Zhenjian He, Computer Science and Mathematics; Tina Shen, Computer Science Advisors: Bogdan Butoi, Victor Donnay, and Deepak Kumar To Dynamical Systems | To Serendip | Forum | Guest Exhibitions | Serendip Home | Send us your comments at ...

Continued Fractions and Chaos*** Robert M. Corless Dept. Applied Math University of Western Ontario London, Ontario Canada Mathactivated text Other available formats Related links Author biography Abstract: The theory of continued fractions goes back at least to c. A. D. 500 to the work of ryabhata, and possibly as far back as c. 300 B.C. to Euclid. The theory of chaotic dynamical systems is ...

The Nonlinear Chemical Kinetics Group Department of Chemistry University of Leeds We study chemical reactions and systems which exhibit oscillations when well stirred and spatial patterns when unstirred. Such exotic behaviours arise as a result of feedback. Our work involves both experimental and computational investigations of a diverse range of chemistry including combustion, atmospheric and ...

A Java applet which will simulate the behavior of classical systems similar to billiard tables.

Feigenbaum Constants Let , where a is constant. The interval is mapped into itself by f for each value of This family of functions, parametrized by a, is known as the family of logistic maps. What are the 1-cycles (i.e., fixed points) of f Solving x = f(x), we obtain and What are the 2-cycles of f That is, what are the fixed points of the iterate which are not fixed points of f Solving we ...