Authors: Dieter Sengschmitt
I can proof that there are infinitely many twin primes. The twin prime counting function π2(n), which gives the number of twin primes less than or equal to n for any natural number n, is for limn→∞ π2(n)= 2 C2 [π(n)]^2/n where π(n) is the prime counting function and C2 is the so-called twin prime constant with C2=0,6601618…
Comments: 15 Pages.
[v1] 2017-10-03 11:01:23
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