Authors: A.S.N. Misra
Here we argue that entropy is more fundamentally an analytical than an empirical concept, thus explaining its hitherto puzzling manifestation in the prime number distribution. We suggest a precise formula for quantifying the presence of entropy in the continuum of positive integers and we use this breakthrough equation (connecting the world of pure mathematics with that of physics) to strongly suggest possible lines of proof of the Riemann hypothesis and the P versus NP problem and also the necessary primality of the number one.
Comments: 8 Pages. I include an abstract with this upload as requested and also as the first paragraph of the PDF.
[v1] 2012-05-04 05:53:24
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