DEMONSTRATION THAT EINSTEIN WAS NOT WRONG AND THAT FINALLY HE WINS THE DISCUSSION VS JOHN BELL

Historically, a significant dispute emerged between Albert Einstein and John Bell concerning the acceptance of nonlocal correlations in quantum mechanics. Einstein's landmark work, co-authored with Boris Podolsky and Nathan Rosen, led to the development of the EPR paradox, which raised doubts about the completeness of quantum mechanics. Einstein's seminal work, in collaboration with his colleagues Boris Podolsky and Nathan Rosen, laid the groundwork for the EPR paradox, which planted a seed of doubt that quantum mechanics might be incomplete. This paradox subsequently served as the catalyst for John Bell's formulation of Bell's inequality, which provided a mathematical framework suggesting the existence of nonlocal correlations—correlations that could not be accounted for by local hidden variables—and contributed to his development of the theory of superposition. He rejected both, defending his position with arguments such as the "ghostly effect" in the former case and the assertion that "the moon exists" in the latter, attempting to preserve the principles of locality and realism. I intend to demonstrate that Albert Einstein’s stance is correct and he is the winner of this debate, proving that correlations can be explained by hidden variables. I intend for my proof to be as direct and concrete as possible, focusing on the following 2 points: