Goldbach Conjecture Proof

Abstract The Goldbach conjecture was proposed by the German mathematician Christian Goldbach around the year 1742, to another well-known mathematician of that time Leonard Euler. The conjecture has been found to hold for all numbers up to 4 x 10⁸ but remains unproven until now. This paper proves the Goldbach conjecture by showing that elements of the addition of two odd prime numbers produce elements of the resulting even number. The resulting elements from the addition of two odd prime numbers evaluate to an equal amount thus proving that every even number can be expressed as the addition of two odd prime numbers. MSC: 11-xx.