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    Travels in a Mathematical World

    Nerd Sniping

    By Peter Rowlett. Posted November 4, 2008

    Earlier, I reported on my visit to the Manchester careers fair, Calculating Careers, in which I used some mathematical puzzles to attract potential careers advice recipients to my stall. I just discovered that my attempt to draw people in using mathematical curiosities may be related to the practice described in this documentary piece.

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    Travels in a Mathematical World

    Calculating Careers in Manchester

    By Peter Rowlett. Posted November 1, 2008

    This week I attended the event “Calculating Careers”, a mathematics careers fair at the University of Manchester. I found this a really enjoyable afternoon. I ran an IMA stall in a hall of stalls from employers. I thought a lot about how to run this. I didn’t want to come across as another employer that…

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    Travels in a Mathematical World

    Podcast: Episode 5 – Nira Chamberlain, Mathematical Modelling Consultant

    By Peter Rowlett. Posted November 1, 2008

    Episode 5. The smallest number of queens needed to attack every square on a standard chess board is five. More facts about the number 5 at numbergossip.com and for more about chessboard domination and similar problems a good starting place is the wikipedia article “Eight queens puzzle”. In this episode of the podcast we hear…

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    Travels in a Mathematical World

    Thinking Mathematically in Greenwich

    By Peter Rowlett. Posted October 31, 2008

    Last week I attended an event of the University of Greenwich Mathsoc, “Thinking Mathematically and Learning Mathematics Mathematically” by John Mason. This was very enjoyable, with some interesting problems to highlight aspects of the way people think about mathematics. Nice to exercise my mathematical muscle every now and then. I took the opportunity when crossing…

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    Travels in a Mathematical World

    Podcast: Episode 4 – Maths news with Sarah Shepherd

    By Peter Rowlett. Posted October 27, 2008

    Episode 4. On any plane separated into regions, the regions may be coloured in such a way that no two adjacent regions receive the same colour using no more than four colours. Read a history of the four colour theorem at the MacTutor archive or get more information on the theorem at Wikipedia. On the…

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    Travels in a Mathematical World

    New Unified Mathematical Society

    By Peter Rowlett. Posted October 22, 2008

    Over the past two weeks I have hectically followed the Presidents of the IMA and the LMS on a tour of several universities connected to the proposal for the formation of a new mathematical society. I should say my involvement has been nothing compared to the Presidents, who have visits more universities than I, have…

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    Travels in a Mathematical World

    Podcast: Episode 3 – Dr. Joanna Hartley, Public Transport Modelling

    By Peter Rowlett. Posted October 19, 2008

    These are the show notes for episode 3 of the Travels in a Mathematical World podcast. 3 is prime and the only number which is equal to the sum of all the natural numbers less than it. More facts about number 3 from numbergossip.com. I was returning home from a trip to Birmingham, when a…

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