GPT 6 Astra reports prime gaps at most 186
- Mathematics
GPT 6 Astra’s manuscript claims lim inf of consecutive prime gaps is at most 186, by proving DHL[40,2] and applying it to an explicit admissible 40-tuple of diameter 186.
How small can infinitely many gaps between consecutive primes be proved to be?
GPT 6 Astra’s manuscript claims lim inf of consecutive prime gaps is at most 186, by proving DHL[40,2] and applying it to an explicit admissible 40-tuple of diameter 186.
How small can infinitely many gaps between consecutive primes be proved to be?
A smaller unconditional upper bound strengthens what is known about how closely primes recur.
Can an argument prove an unconditional liminf bound for consecutive prime gaps below the previous record?
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