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omnia mea mecum fero
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The Power of Networks: Fractals of Complexity (w / video)

The Power of Networks: Fractals of Complexity (w / video) | omnia mea mecum fero | Scoop.it

All religions, arts and sciences are branches of the same tree.” - Albert Einstein

 

FRACTAL: http://www.scoop.it/t/science-news?q=fractal

 


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[VIDEO] Fractal Beauty - Part 3/4

"The great phenomena of nature, the revolutions of the heavenly bodies..."
Adam Smith (from the Wealth of Nations)

 

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[VIDEO] Fractal Beauty - Part 1/4

"I saw a small iridescent sphere of almost unbearable brightness..."
Jorge Luis Borges (from The Aleph)

 

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[VIDEO] Art in Fractals (Patterns of Chaos & Nature) - BBC

The fractal art of Jackson Pollock, Benoit Mandelbrot and Loren Carpenter (Pixar) with Marcus du Sautoy This is from BBC's The Code -series...

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Patterns of Visual Math - 3 Dimensional Fractals & Mandelbulb

Patterns of Visual Math - 3 Dimensional Fractals & Mandelbulb | omnia mea mecum fero | Scoop.it

Three Dimensional Fractal Mappings
Years ago, many fractal enthusiasts viewed these intricate and majestic patterns and thought "Wouldn't this be incredible in 3-D?". Dozens of methods have been developed to view fractals in an arbitrary number of dimensions. Quaternions are 3D shadows of 4D Julia Sets, which, if sliced in a plane, reveal the corresponding 2 dimensional Julia Set.


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[VIDEO] Fractal Beauty - part 4/4

"It is interesting to contemplate an entangled bank..."
Charles Darwin (from On the Origin of Species)

 

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[VIDEO] Fractal Beauty - Part 2/4

"I know that I am mortal by nature and ephemeral..."
Ptolemy (from Almagest)

 

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[VIDEO] Pythagorean forest

A forest of a few randomized Pythagorean trees with dynamic modification of angles. A Pythagorean tree is composed of right triangles and squares attached to each other in a recursive way. The largest tree in this animation uses 10 levels of recursion, the smallest ones - only 7.


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[VIDEO] Fractals - The Colors Of Infinity 6 of 6

This video explains the beauty and discovery of Mandelbrot set discovered and interview by Benoit Mandelbrot himself. It contains many information and applications. A video to explain power of Mathematics.

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