'Sierpinski carpet' presentation slideshows

Dynamics of the family of complex maps

Dynamics of the family of complex maps. C. Y. A. (why the case n = 2 is ). R. Z. with:. Mark Morabito Monica Moreno Rocha Kevin Pilgrim Elizabeth Russell Yakov Shapiro David Uminsky. Paul Blanchard Toni Garijo Matt Holzer U. Hoomiforgot Dan Look

1.49k views • 148 slides

MegaMenger Graphs

MegaMenger Graphs. Allan Bickle Calvin College. Fractals. A fractal is a type of mathematical object. Many well-known fractals are self-similar. That is, part of the object is isomorphic to the whole. Often, a fractal can be formed by iterating some operation infinitely many times on a set.

794 views • 79 slides

Fractals

Fractals. "Clouds are not spheres, mountains are not cones, coastlines are not circles, and bark is not smooth, nor does lightning travel in a straight line."(Mandelbrot, 1983). Fractals.

568 views • 34 slides

Fractal geometry

Fractal geometry. Lewis Richardson, Seacoast line length. East seacoast. 11 x 1km. 10 km. East seacoast. Seacoast line length k.n(k) lim k?0 k.n(k) = D. Weat seacoast. West seacoast. lim k?0 k.n(k) =?. Self-similarity. Koch snowflake.

436 views • 27 slides

Fractal by Zhixuan Li

321 views • 15 slides