FINITE SUM OF PRIME NUMBERS AND A DEMONSTRATION OF GOLDBACHS CONJECTURE

This work presents a novel formula for the finite sum of prime numbers and proposes a demonstration of Goldbach's Conjecture, one of the oldest and most challenging problems in number theory. The developed approach uses combinatorial concepts and analytical techniques to explore the relationship between prime numbers and their sum in specific intervals. This formulation aims to offer a new perspective on the conjecture, contributing to the mathematical understanding of this classic problem.