# Limits To Maths (RB8)

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An easy-to-read 29-page technical paper (pre-print) describing a foundational error in mathematics and human logic with far-reaching implications: that infinite systems can not (in general) be fully characterized mathematically (also includes a solution to the famous P vs. NP problem, which is a natural consequence of the discoveries of the paper). Infinite systems may include water boiling, quantum mechanical phenomena, ferromagnetism, DNA phase transitions ... in fact any phase transition, emergent phenomena, critical phenomena is most likely to be an infinite system. They are all around! (Shows why theories of Turing, Cantor, Godel and many others are falsely-based.)

You'll get a PDF.

##### Size

348 KB

##### Length

29 pages