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Cramér Conjecture
Definition
The Cramér conjecture is the unproven conjecture that limsup_(n->∞) (p_(n + 1) - p_n)/(ln p_n)^2 = 1, where p_n is the nth prime.
Related terms
The Cramér conjecture is the unproven conjecture that limsup_(n->∞) (p_(n + 1) - p_n)/(ln p_n)^2 = 1, where p_n is the nth prime.