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Eight-page prime-gap paper is claimed to achieve a double-log factor over the Erdős–Rankin bound
A post calls it the first such result in almost a century, versus triple-log factors in prior human work.
TLDR
A post says “Improved long gaps between primes” obtained the first double-log factor over the Erdős–Rankin bound in almost a century. It describes prior human results as breakthroughs but says they reached only triple-log factors, which the author calls an order of magnitude weaker.
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