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NEW *Math paper/proof on irrationals*
Paper/Theorm (Best viewed in FireFox)
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Well, this is a tough one. I think this short math paper/theorm describes several things. First, that you can find every irrational number in existence both negative and positive. And secondly, the two methods of attaining this result, maybe be equally interesting to the trained eye. That is, because, it's a way of changing entire equations into higher or lower degrees, without changing the equation itself. Their a sort of "identity", much like derivatives and integrals. Best viewed in firefox!
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NEW *FactHash*
SourceForge.net Home Page
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This is my first attempt at a one-way hashing algorithm written in python as a class.
No idea if it's actually a secure hashing algorithm until more research has been done.
I invite anyone interested to experiment with it, and try to
solve my challenge in CHALLENGE.txt. Please submit answers to the challenge to the Contact page.
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*Rational Poly Graph*Source
Applet
Examples:
Example 1
Example 2
Example 3
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This is a very unique graphing plot I created from scratch. It is designed to plot any rational numbers Greater than 0 from a function you enter.
The plot I created involves using square numbers for the position of pixels. See Readme.txt for more details.
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*Ulam Grapher*Source
Applet
Examples:
Example 1
Example 2
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This is a unique graphing technique, for graphing polynomials and overlaying it with the ulam prime number spiral. The output of the iterated expression is draw on the screen. For example, enter in x^2-x+41 and compute the polynomial.
See Readme.txt for more information.
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Prufer Tree ViewerSource
Applet
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Ever heard of the prufer code? Want to see a visual representation of it?
Look no further, than here.
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