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ConceptGoldston-Pintz-Yıldırım定理

GPY Theorem

A number-theoretic theorem proposed in 2005 by mathematicians Goldston, Pintz, and Yıldırım. Using sieve methods, it proves the existence of infinitely many pairs of primes whose gap is smaller than C · ln p for any positive constant C, representing a significant milestone in research toward the twin prime conjecture.

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Sep 26

In 2005, Goldston, Pintz, and Yıldırım used sieve methods to obtain the GPY theorem, proving that there exist infinitely many prime pairs with a gap smaller than C·lnP (where C can be arbitrarily small).

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In 2005, Goldston, Pintz, and Yıldırım used sieve methods to obtain the GPY theorem, proving that there exist infinitely many prime pairs with a gap smaller than C·lnP (where C can be arbitrarily small).

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