
Turing expert James Grime talks us through the highs and lows of a new film, featuring Sherlock Holmes dressed as Alan Turing.

Turing expert James Grime talks us through the highs and lows of a new film, featuring Sherlock Holmes dressed as Alan Turing.
I saw the video below, which is Rachel Riley being asked questions about her maths education at a Your Life event, in a tweet by Rob Loe, who quoted a section of one answer around 4:50 where Rachel says: “stop saying proudly that ‘I’m really bad at maths’ because you wouldn’t say ‘I can’t read’,…
One of my earliest memories is being woken up very early and sitting on the sofa under a blanket to watch telly. This was a treat. We were never allowed to watch telly in the morning and it was almost as if we were watching telly in bed. Fantastic. On the telly were some people…
After this year’s Maths Jam weekend, Liz Hind said she wished she had a blog. Now she does! We welcome Liz to The Aperiodical and her new column, Thoughts of a Maths Enthusiast. At Maths Jam I surprised several people when I told them I didn’t have a maths degree. Why was this surprising? They expected…

Stardate November, 2014. These are the continuing adventures of the website The Aperiodical. Its mission: to explore the pages of strange newspapers, to catalogue nonsense formulas, to boldly disapprove of them in ways no blog has done before. What a joy it was to open my browser this morning and see this delicious headline waiting for me: (by…
The next issue of the Carnival of Mathematics, rounding up blog posts from the month of October, and compiled by Stephen Cavadino, is now online at CavMaths. The Carnival rounds up maths blog posts from all over the internet, including some from our own Aperiodical. See our Carnival of Mathematics page for more information.

This is a really nice idea. Le Livre de l’Incomplétude (The Book of Incompleteness) is an “artistic appropriation of Gödel’s incompleteness theorem,” initiated by artist Débora Bertol. The superficial understanding of that theorem is that every consistent formal theory contains truths which can’t be proved inside that theory, so the book’s conceit is that it will catalogue as many…