PRIME NUMBERS: AN ALTERNATIVE STUDY USING OVA-ANGULAR ROTATIONS
PRIME NUMBERS: AN ALTERNATIVE STUDY USING OVA-ANGULAR ROTATIONS
Ova-angular rotations of a prime number are characterized, constructed using the Dirichlet theorem. The geometric properties arising from this theory are analyzed and some applications are presented, including Goldbach's conjecture, the existence of infinite primes of the form $ρ= k^2+1$ and the convergence of the sum of the inverses of …