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    Carnival of Mathematics

    Carnival of Mathematics 103

    By Katie Steckles. Posted October 18, 2013

    The next issue of the Carnival of Mathematics, rounding up blog posts from the month of September, and compiled by Evelyn Lamb, is now online at Roots of Unity. 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.

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    News

    BBC News webchat with Simon Singh

    By Katie Steckles and Paul Taylor. Posted October 15, 2013

    Today, author Simon Singh took part in a Twitter-based webchat for the BBC News website, taking questions about his new book on Maths in the Simpsons, and mathematics in general. Here’s how it all went down.

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    Travels in a Mathematical World

    My teaching in 2013/14

    By Peter Rowlett. Posted October 15, 2013

    Some people have expressed an interest in what I am teaching this year. Here it is.

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    Irregulars

    Jos’ Perfect Cuboid

    By Jos Schouten. Posted October 15, 2013

    Inspired by our Open Season post on the Perfect Cuboid earlier this year, Aperiodical reader Jos Schouten wrote to us describing his work on the problem over the past 20 years. He’s looking for someone to help take his work further. Are you up to the challenge? Survey of the Perfect Cuboid This article is…

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    All Squared, Cushing and CP's Random Talks

    All Squared, Number 9: Miscellanea with CP and Cushing

    By Christian Lawson-Perfect and David Cushing. Posted October 14, 2013

    We have an unusual All Squared podcast for you this time. My good friend David Cushing has been asking to do a podcast for absolutely ages. We couldn’t decide on a single topic to talk about, so instead I suggested we just sit down and chat about maths in general, like we do when there isn’t…

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    Integer Sequence Review

    Integer sequence review: A006720

    By Christian Lawson-Perfect and David Cushing. Posted October 10, 2013

    A006720 Somos-4 sequence: $a(0)=a(1)=a(2)=a(3)=1$; for $n \geq 4$, $a(n)=(a(n-1)a(n-3)+a(n-2)^2)/a(n-4)$. 1, 1, 1, 1, 2, 3, 7, 23, 59, 314, 1529, 8209, 83313, 620297, 7869898, 126742987, 1687054711, 47301104551, 1123424582771, 32606721084786, 1662315215971057, 61958046554226593, 4257998884448335457, 334806306946199122193, …

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    Events, News

    Bart The Genius

    By Katie Steckles. Posted October 7, 2013

    Amusing to hear John Humphrys incredulous at something I felt was well-known & obvious: The Simpsons has maths jokes http://t.co/jSJO7Or0yp — Peter Rowlett (@peterrowlett) October 2, 2013

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