A Proof of Goldbach's Strong Conjecture

Key Points

• The aim is to provide an elementary proof of Goldbach's strong conjecture regarding even integers.
• Establish a rigorous lower bound on representations of even integers as sums of two primes.
• Show that every even integer greater than or equal to 320 has at least one representation.
• Combine findings with computational verifications up to 4x10^18.
• Every even integer ≥ 320 can be expressed as the sum of two primes.
• The result confirms Goldbach's conjecture for all even integers.

Abstract