Take three consecutive primes $p_1,p_2,p_3$:
What is the opinion on the question that $p_3-p_2=p_2-p_1$ occurs endlessly and is harder to find as the primes increase?
Has anyone examined the frequency of these cases as the primes increase?
Take three consecutive primes $p_1,p_2,p_3$:
What is the opinion on the question that $p_3-p_2=p_2-p_1$ occurs endlessly and is harder to find as the primes increase?
Has anyone examined the frequency of these cases as the primes increase?
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