[This is a back issue of one of this site’s newsletters]
About half of you reading this are from the United States. At least, that’s my guess, based on my website‘s traffic statistics.
About a quarter – half of that half – will be voting in the coming Presidential Election, or have already done so. At least, that’s my guess, based on turnout stats I skim-read on Wikipedia.
Continue reading How To Vote Mathematically!
The most recent game I uploaded to this site is a Printable Latin Square Puzzle. The goal of the puzzle is to arrange a set of 16 cards into a 4 by 4 grid, following certain rules.
Continue reading Magic Squares from Latin Squares
The other day I received a marvellous package in the post. Inside was a book, The Puzzle Universe, by Ivan Moscovich, published by Firefly Books. Ivan Moscovich has made a career out of making amazing mathematical puzzles and games.
Continue reading The Puzzle Universe – A History of Mathematics in 315 Puzzles
Some time back, I had a bad habit. I would open a cupboard to get something, then forget to close it. My wife was somewhat miffed by this – understandably, because our kitchen had an infestation of moths at the time. So, she found herself having to tell me, again and again – close the cupboard doors!
Continue reading More Infinite Number Weirdness
Okay, I admit it – my previous blog post was published on April 1. The foundations of mathematics are not really under attack, not now. But they were once!
Here’s a famous puzzle: imagine a village barber, who cuts the hair of everyone who doesn’t cut their own hair. Sounds simple enough, but who cuts the barber’s hair?
Continue reading Deconstructing April Fool’s Day
Trinity College researcher finds fatal flaw in mathematics’ logical foundations.
Continue reading Foundations Of Mathematics Under Attack!
Infinite numbers are weird. They gnash their teeth against our intuition. They don’t behave how, deep down, we think numbers ought to behave.
That should not be surprising, since our intuition was formed around tiny little numbers like 3.1, 4000 or seven billion and two.
Continue reading Arithmetic Of The Infinite
My son asked me a riddle this afternoon – “What goes up but never down?”
I said “An elevator!”
He seemed surprised by my answer, so I said “Voyager I!”
Then he complained that the riddle was so generic, there were millions of possible answers. I asked him if there was some traditional answer I was supposed to give, and he said that he didn’t know of one.
Continue reading What Is Counting?
You see a silhouette of a three-dimensional shape. The silhouette is a circle. Then, you turn to get another view. The new silhouette is still a circle, so you turn again. And again. Every time you look at the shape, you see a circular outline.
Is it a sphere?
Continue reading Circles wherever you look.
I’ve been reading this book, by Scott Adams, the author of Dilbert. Inside, I found a probability puzzle!
Scott Adams talks about Volleyball games, and how he noticed that the team that reaches 17 first usually wins. (A win in volleyball is 25 points.)
Continue reading A Probability Puzzle From Dilbert’s Author