Nobody Will Deny That There Is At

I Didn't Want To Become A Pure Mathematician, As A Matter Of Fact, My Uncle Was One, So I Knew What The Pure Mathematician Was And I Did Not Want To Be A Pure - I Wanted To Do Something Different.

I Claim That Many Patterns Of Nature Are So Irregular And Fragmented, That, Compared With Euclid - A Term Used In This Work To Denote All Of Standard Geometry - Nature Exhibits Not Simply A Higher Degree But An Altogether Different Level Of Complexity ... The Existence Of These Patterns Challenges Us To Study These Forms That Euclid Leaves Aside As Being "formless," To Investigate The Morphology Of The "amorphous."

The Theory Of Chaos And Theory Of Fractals Are Separate, But Have Very Strong Intersections. That Is One Part Of Chaos Theory Is Geometrically Expressed By Fractal Shapes.

The Mandelbrot Set Is The Most Complex Mathematical Object Known To Mankind.

Although Computer Memory Is No Longer Expensive, There's Always A Finite Size Buffer Somewhere. When A Big Piece Of News Arrives, Everybody Sends A Message To Everybody Else, And The Buffer Fills