There are problems I would attach an infinitely greater importance than to those of mathematics,for example ethics,or our relation to God,or concerning our destiny and our future; but their solution lies wholly beyond us and completely outside the province of science.
Carl Gauss
The newsroom is not standing for it.
Not only is it incredibly offensive to suggest Pride events be covered less than others -- the fact we were mandated to "curb our coverage" to appeal to a political belief goes against the very heart of what journalism is supposed to be.
I wish there were fluency standards in math by grade, an easily accessible, small list of benchmarks. Textbooks shld build fluency practice into lessons. So many benefits from a model of teaching where fluency practice is expected as part of a regular class. @rastokke@MrZachG
ALT A screenshot of a dm we received a WHOLE NOTIFICATION OF WITH THE DING AND EVERYTHING says “Do you ever think about how deep the ocean is and get worried that there are like, continent size whales down there? Or does being landlocked kind of absolve that fear?”
Journalists, please realize and deeply ponder that what we are experiencing on Earth is the real-time irreversible unraveling of habitability due to the sale and use of fossil fuels. And report accordingly
Good update from Quanta on math and gerrymandering. quantamagazine.org/how-math-… The danger is worse because the data can also be used for such devastating gerrymandering now.
Bolstering its commitment to broad engagement, @CornellCAS has established the Winokur Professorship in the Public Understanding of Science and Mathematics. Mathematician @stevenstrogatz is the inaugural holder of the chair, endowed with a $5M gift. news.cornell.edu/stories/202…
I made some aperiodic tiling coloring book pages (hat/t-shirt, turtle, polygonal spectre, and curved spectre). I put them on my blog with links to the 3D-printable files as well. divisbyzero.com/2023/06/04/3…
Another serious techno puzzle that I am hoping is true, but can't prove. (Longing to be a number theorist!)
Let {r} = the fractional part of a real number r.
(Eg. {π}=0.141...)
Does ( {N/1} -{N/2} {N/3}- ... ±{N/N} ) /N approach 0 as N grows?
Suppose you have S different types of single tiles and D different types of double tiles. What's a general formula for the number of "trains" of length N you can make? (For S=1, D=1, it's Binet's formula.)
@PaulaKrieg@goldenxav has a long term sub job in HS foundations class. He's interested in a folding project, but doesn't feel qualified himself. Ideas on where to start?
Srinivasa Aiyanger Ramanujan was born in Erode, India in 1887, and #dotd in 1920. He was only 32. Ramanujan was one of those rare minds who managed to produce, within his short life, some of the most interesting mathematics we have seen.
It's quite something that the world's top scientists put out a synthesis report that essentially says civilization as we know it will end unless the world comes together to stop rapidly expanding the fossil fuel industry but to instead rapidly end it, and almost no one cares