Prime number logarithmic geometry on the plane
arXiv:math/0204167
Abstract
We found a regularity of the behavior of primes that allows to represent both prime and natural numbers as infinite matrices with a common formation rule of their rows. This regularity determines a new class of infinite cyclic groups that permit the proposition a plane--spiral geometric concept of the arithmetic.
38 pages, 10 figures, 1 Table. Readability is improved