Q29b: What are some relevant journals?

A29b: Some relevant journals are:

"Chaos and Graphics" section in the quarterly journal Computers and Graphics. This contains recent work in fractals from the graphics perspective, and usually contains several exciting new ideas.

"Mathematical Recreations" section by I. Stewart in Scientific American.

"Fractal Trans-Light News" published by Roger Bagula (< tftn@earthlink.com>). Roger Bagula 11759 Waterhill Road, Lakeside, CA 92040 USA. Fractal Trans-Light News is a newsletter of mathematics, computer programs, art and poetry. To subscribe, send USD $20 (USD $50 for overseas delivery) to the address above.

Fractal Report. Reeves Telecommunication Labs.
West Towan House, Porthtowan, TRURO, Cornwall TR4 8AX, U.K.
WWW: http://ourworld.compuserve.com/homepages/JohndeR/fractalr.htm
Email: John@longevb.demon.co.uk (John de Rivaz)

FRAC'Cetera. This is a gazetteer of the world of fractals and related areas, supplied on IBM PC format HD disk. FRACT'Cetera is the home of FRUG - the Fractint User Group. For more information, contact: Jon Horner, Editor,
FRAC'Cetera Le Mont Ardaine, Rue des Ardains, St. Peters Guernsey GY7 9EU Channel Islands, United Kingdom. Email: 100112.1700@compuserve.com

Fractals, An interdisciplinary Journal On The Complex Geometry of Nature
This is a new journal published by World Scientific. B.B Mandelbrot is the Honorary Editor and T. Vicsek, M.F. Shlesinger, M.M Matsushita are the Managing Editors). The aim of this first international journal on fractals is to bring together the most recent developments in the research of fractals so that a fruitful interaction of the various approaches and scientific views on the complex spatial and temporal behavior could take place.


Q28c: What are some other Internet references?

A28c: Some other Internet references:

Web references to nonlinear dynamics

Dynamical Systems (G. Zito)
http://alephwww.cern.ch/~zito/chep94sl/sd.html
Scanning huge number of events (G. Zito)
http://alephwww.cern.ch/~zito/chep94sl/chep94sl.html
The Who Is Who Handbook of Nonlinear Dynamics
http://www.nonlin.tu-muenchen.de/chaos/Dokumente/WiW/wiw.html