Home > Science > Mathematics > Chaos > Chaos
A farewell to chaos: Mandelbrot's fractal dimensions are not special species of Descartes' whole
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 ...
pro.wanadoo.fr/quatuor/home.htm
Post a Review
Do you have experience with or are you familiar with this website? Please post your comments / review below to share with the rest of the community.
Do you have experience with or are you familiar with this website? Please post your comments / review below to share with the rest of the community.
Please note, all comments are subject to review and can be removed at any time for any reason.
Disclaimer: Galaxy is not affiliated in any way with the A farewell to chaos: Mandelbrot's fractal dimensions are not special species of Descartes' whole (pro.wanadoo.fr/quatuor/home.htm) website.
Views and opinions expressed may not be representative of Galaxy or its owners but all effort is made to keep the site free of obscenities, illegal or otherwise malicious activity.
Are you the owner of this site? You can manage your listing here.
