The big news last year was the quest to find a lower bound for the gap between pairs of large primes, started by Yitang Zhang and carried on chiefly by Terry Tao and the fresh-faced James Maynard. Small gaps between large gaps between primes resultsīy Christian Lawson-Perfect and Paul Taylor. Terence Tao has just uploaded a preprint to the arXiv with a claimed proof of the Erdős discrepancy problem. Terence Tao has solved the Erdős discrepancy problem!īy Christian Lawson-Perfect. Previously unseen footage has been unearthed by The Aperiodical’s crack team of investigative journalists of Kevin Bacon and Paul Erdős writing a paper together, and a still from this is shown above. This has massive consequences for the important topics of Erdős numbers, Bacon numbers and Erdős-Bacon numbers. Erdős-Bacon: previously unknown collaborationīy Christian Lawson-Perfect, Katie Steckles and Peter Rowlett. With news that a recent proof of the Boolean Pythagorean Triples Theorem is the ‘largest proof ever’, we collect and run-down some of the biggest, baddest, proofiest chunks of monster maths. Just how big is a big proof?īy Katie Steckles and Paul Taylor. We thought it might be useful, for those who know children of those ages, to put together a list of these titles, and some classics, in case you might be looking for some gift ideas around now. We’ve noticed a lot of great books that have been released recently aimed at primary age children (under about 11). Posted DecemImage by Pezibear from Pixabay Paul Erdős | The Aperiodical The Aperiodicalīy Katie Steckles.
0 Comments
Leave a Reply. |
AuthorWrite something about yourself. No need to be fancy, just an overview. ArchivesCategories |