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A Rigorous Proof for the Strong Goldbach Conjecture
2016
International Journal of Computer Applications
In this paper, a rigorous proof of the strong Goldbach Conjecture is provided. This proof is mainly based on a very special expression of even numbers we propose and which takes the form of (2n + 6). Even numbers expressed in this form can be expressed as sums of two primes of the form of (3 +2i ) and (2n + 3 -2 i), where I and n are positive integers. We show that it is always possible to find at least one pair of prime numbers according to the former two expressions for any given even number
doi:10.5120/ijca2016909938
fatcat:i7t2qpq25jh4bpwl356dhcms2a