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I Don't Seek Power And Do Not Run Around
-Benoit Mandelbrot
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I Don't Seek Power And Do Not
Benoit Mandelbrot
I Don't Seek Power And Do Not Run Around
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Running
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Both Chaos Theory And Fractal Have Had Contacts In The Past When They Are Both Impossible To Develop And In A Certain Sense Not Ready To Be Developed.
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The Existence Of These Patterns [fractals] Challenges Us To Study Forms That Euclid Leaves Aside As Being Formless, To Investigate The Morphology Of The Amorphous. Mathematicians Have Disdained This Challenge, However, And Have Increasingly Chosen To Flee From Nature By Devising Theories Unrelated To Anything We Can See Or Feel.
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Regular Geometry, The Geometry Of Euclid, Is Concerned With Shapes Which Are Smooth, Except Perhaps For Corners And Lines, Special Lines Which Are Singularities, But Some Shapes In Nature Are So Complicated That They Are Equally Complicated At The Big Scale And Come Closer And Closer And They Don't Become Any Less Complicated.
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