Karen Uhlenbeck has made a donation to the EDGE (Enhancing Diversity in Graduate Education) Foundation which is to establish The Karen EDGE Fellowship Program. This aims “to support and enhance the research programs and collaborations of mid-career mathematicians who are U.S. citizens and members of a minority group that is underrepresented in the field of mathematics”.
The award consists of $8,000 per year for three years including funding for visits to the Institute for Advanced Study in Princeton. Further details and how to apply are available via the EDGE website. Applications are due by 1st February 2020, with three awardees announced by 1 May 2020.
There are a collection of 23 maths-based puzzles appearing at a rate of one-per-weekday through August over at the Isaac Newton Institute. Their website explains “They won’t require sophisticated maths to solve, but equally they won’t be easy. Discussing your ideas might help.”
Regular readers of The Aperiodical will not be surprised to hear that Hannah Fry is up to something exciting, but you will likely still be surprised by the sheer number of exciting things which Hannah Fry is currently doing. But this is why we are here after all, so here is your breaking FryDay news, hot off the presses.
In Quanta Erica Klarreich recently wrote upYaroslav Shitov’s new counter example which disproves Stephen Hedetniemi’s 50 year old conjecture, original dissertation, that the number of colors required to color the tensor product of two graphs is the lesser of the numbers used to color the original graphs. These colorings have applications in areas from scheduling to seating plans, and it is clear from Klarreich’s reporting that mathematicians are excited about this result. In fact, Hedetniemi responded very positively when asked by Klarreich about the counter example, saying it “has a certain elegance, simplicity and definitive quality to it.” The counter-example may show Hedetniemi’s conjecture is not true, but Klarreich points out that we do not yet know just how false it is. So, while Shitov has closed one door on this problem, there are still many which are open.
The UK’s nascent maths exploratorium, Maths World UK, has secured match funding for any donations made towards setting up the museum, to the tune of £125,000 – this means if they can raise that amount of money, a donor will double it. They’re now within £20,000 of the target, and need your donations to close the gap.
The project has been in development for a few years now, but until they have enough funding they won’t be able to set up a permanent centre. If a museum of mathematics in the UK is something you’d like to see, you can use the links below to donate, or find out more about the project.
A conversation about mathematics inspired by a Noughts and Crosses (Tic Tac Toe) board, covering Noughts and Crosses, a surprising number of variants, with a bit of higher dimensions and topology for good measure. Presented by Katie Steckles and Peter Rowlett.