2024. 10. 16.
Thomas Bloom (http://thomasbloom.org/research.html) and Olof Sisask (https://www.sisask.com/) has solved the first chunk of one of the most famous conjectures about the additive properties of whole numbers. Proposed more than 60 years ago by the legendary Hungarian mathematician Paul Erdős, the conjecture asks when an infinite list of whole numbers will be sure to contain patterns of at least three evenly spaced numbers, such as 26, 29 and 32.
See more: https://www.quantamagazine.org/landmark-math-proof-clears-…/