This paper presents a deterministic process of finding all pairs (p,q) of odd numbers (composites and primes) of natural numbers ≥ 3 whose sum (p + q) is equal to a given even natural number 2n ≥ 6. Subsequently, based on the above procedure and also relying on the distribution of primes in the set of natural numbers, we propose a closed analytical formula, which estimates the number of primes which satisfy Goldbach’s conjecture for positive integers ≥ 6.
Comments: 30 Pages.
[v1] 2012-05-29 23:56:06
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