Maths on the Move

By: plus.maths.org
  • Summary

  • Maths on the Move, the podcast from plus.maths.org, will bring you the latest news from the world of maths, plus interviews and discussions with leading mathematicians and scientists about the maths that is changing our lives. Hosted by Plus editors Rachel Thomas and Marianne Freiberger.
    Copyright 2022 All rights reserved.
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Episodes
  • Living proof: A conversation with Sarah Hart
    Apr 22 2025

    Sarah Hart is a mathematician who is interested, not just in the maths itself, but also its connections to other areas of culture and art. She's done an amazing number of things throughout her career — from research in pure mathematics and heading up a maths department, to being the first woman Gresham Professor of Geometry and President of the British Society for the History of Mathematics.

    Sarah has also written a fascinating book, called Once upon a time: The wondrous connections between mathematics and literature, and she gave a talk at this year's Cambridge Festival, with the intriguing title Life in Lilliput – The Mathematics of Fictional Realms. The talk was the contribution to the Festival of the Isaac Newton Institute for Mathematical Sciences (INI). Sarah also participates in the Modern History of Mathematics research programme that is currently taking place at the INI.

    In this episode of Living proof, produced in collaboration with the INI, Sarah tells us about the many things she has done and how they all fit together, and gives some advice for budding mathematicians of all ages: keep pursuing all the things you love doing, and one day it may turn out that they all fit together.

    To find out more about some of the things mentioned in this podcast see the fllowing links:

    • Sarah Hart: Once upon a prime — In this episode of our Maths on the Move podcast Sarah talks about her book and the connections between maths and literature.
    • Maths in three minutes: Groups — This article gives a brief introduction to Sarah's research area.
    • Life in Lilliput – The Mathematics of Fictional Realms — Click this link to watch a recording of Sarah's Cambridge Festival talk at the INI.
    • Sarah Hart at Gresham College — Click this link to watch Sarah's Gresham College public lectures.

    This podcast forms part of our collaboration with the Isaac Newton Institute for Mathematical Sciences (INI) – you can find all the content from the collaboration here.

    The INI is an international research centre and our neighbour here on the University of Cambridge's maths campus. It attracts leading mathematical scientists from all over the world, and is open to all. Visit www.newton.ac.uk to find out more.

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    25 mins
  • Rob Eastaway: Shakespeare's mathematical life and times
    Apr 15 2025

    One thing we all have in common is that we did maths at school. Those of us from the English speaking world most likely also did Shakespeare at school. Do these two things have anything in common?

    It turns out that they do! Our friend Rob Eastaway, author and Director of the amazing Maths Inspiration project, has written a book called Much Ado About Numbers: Shakespeare's mathematical life and times. In this episode of Maths on the Move, Rob tells us about some of the many instances of maths appearing in Shakespeare's work. He also tells us about the mathematical climate that Shakespeare lived in. Among other things, it included a mathematical revolution, saw music as a subfield of maths, and gave rise to the word "trivial" so much beloved by mathematicians. The book is out in paperback now.

    To find out more about some of the topics mentioned in this episode, see the following links:

    • The fabulous positional system is an article exploring the nature of our number system.
    • Rob's Gresham College lecture explores some of the topics mentioned in this podcast and in his book.
    • Maths Inspiration runs inspiring and interactive maths shows for teenagers.
    • Finally, here are reviews of some of Rob's books:
      • The hidden mathematics of sport (with John Haigh)
      • Maths for mums and dads (with Mike Askew)
      • More maths for mums and dads (with Mike Askew)
      • How long is a piece of string? (with Jeremy Wyndham)
      • Mindbenders and brain teasers (with David Wells)
      • How to take a penalty (with John Haigh)
      • How many socks make a pair?
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    24 mins
  • Living proof: Diving into maths with Emmy Noether
    Apr 7 2025

    Every now and again, and more often than you'd think, the work of mathematics overlaps with the world of theatre and film.

    This happened again recently when the Isaac Newton Institute for Mathematical Sciences (INI) organised a staging of the play Diving into math with Emmy Noether. Noether was a pure mathematician whose results made waves far beyond her field. Albert Einstein called her a "creative mathematical genius".

    The play is produced by Portrait Theater Vienna in co-operation with Freie Universität Berlin, directed by Sandra Schueddekopf, and features Anita Zieher as Emmy Noether. It was put on as part of the Modern History of Mathematics research programme that is currently taking place at the INI and the Inclusivity in the Mathematical Sciences workshop that was organised by the Newton Gateway to Mathematics in March 2025.

    In this episode of Maths on the move we talk to historian of mathematics David E. Rowe, who provided scientific advice for the play, about the life and work of Emmy Noether, and about what it's like putting mathematics on stage.

    You might also want to read our article Emmy Noether: A creative mathematical genius.

    This content was produced as part of our collaborations with the Isaac Newton Institute for Mathematical Sciences (INI) and the Newton Gateway to Mathematics.

    The INI is an international research centre and our neighbour here on the University of Cambridge's maths campus. The Newton Gateway is the impact initiative of the INI, which engages with users of mathematics. You can find all the content from the collaboration here.

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    29 mins
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