Maths on the Move

plus.maths.org

Maths on the Move, is the podcast from plus.maths.org. We speak to researchers from the frontiers of mathematical science so you can connect with the maths that shapes and explains our world. Hosted by Plus editors Rachel Thomas and Marianne Freiberger.

  1. 3d ago

    Chris Budd: Did AI prove the Navier-Stokes Millennium Problem?

    Recently, Open AI announced that one of their systems had proved one of the hardest maths problems in the world – the Navier-Stokes Millennium Problem, which comes with a million dollar reward. Naturally it has shaken the maths world, but there’s still a lot of confusion about what has actually been proved and how. To get to the bottom of it, we knew exactly who to ask: Chris Budd OBE, a Professor at the University of Bath and long-time Plus collaborator. Chris has worked on the Navier-Stokes equations and currently co-leads the Maths for Deep Learning research project and he tells us what it has been like on the mathematical/AI frontline. This is a rapidly developing area – since recording this podcast it has been established that the Open AI result does not apply to the Navier-Stokes equations in full generality (i.e. without forcing). We are continuing to follow developments and will be sharing updates as more information is released. In fact, we will have a number of other episodes in this podcast series about AI and maths, so make sure you are following for more! You might also like: An article on Navier-Stokes and AI A quick overview of the Navier-Stokes equations A collection of articles and podcasts on AI and mathematical proof  All of our work with Chris on maths and deep learning Maths on the Move, is the podcast from plus.maths.org. We speak to researchers from the frontiers of mathematical science so you can connect with the maths that shapes and explains our world. Hosted by Plus editors Rachel Thomas and Marianne Freiberger.

  2. Sep 1

    Joe Hilton: Striking the balance with health economics

    Should a life-saving, but expensive, cancer drug be made available on the NHS even though it only benefits very few people? Or should the money be allocated to drugs that lower blood pressure, which help vast swathes of the population? For the final episode of this season, we spoke to Joe Hilton, a health economist, to understand more about how difficult decisions like this one are made.  Joe is a research fellow in mathematical modelling at the Manchester Centre for Health Economics and a 2025 JUNIPER Fellow. JUNIPER is a network of researchers across the UK working to prepare the country for the public health challenges of the future. We spoke to Joe at JUNIPER’s annual meeting to understand more about the role of maths and economics in healthcare. He also talked us through his path into this job and what it was like going into research into health policy in 2020 at the very start of the pandemic!  To find out more about the mathematics of health, you might enjoy: This article about about how mathematical models are used in epidemiology An exploration of how you can use maths to understand disease spread in a hospital Another podcast on how modellers work between maths and medicine Maths on the Move, is the podcast from plus.maths.org. We speak to researchers from the frontiers of mathematical science so you can connect with the maths that shapes and explains our world. Hosted by Plus editors Rachel Thomas and Marianne Freiberger. This podcast is part of our collaboration with JUNIPER, the Joint UNIversities Pandemic and Epidemiological Research network. JUNIPER is a collaborative network of researchers from across the UK who work at the interface between mathematical modelling, infectious disease control and public health policy. You can see more content produced with JUNIPER here.

  3. Aug 25

    Meet a Mathematical Family

    “He asked me this question because I'm his sister and he loves me.”  Mathematics can often be seen as a solitary endeavour, but as this quote from one of our latest podcast guests show, that is far from the truth. In this episode, we learn how a new proof has developed from one young mathematician talking to his sister – and then collaborating with their father and close family friend. We spoke to Roman Sauer and Uri Bader – and Uri’s two children Saar and Shaked – after they had attended a residential research programme at the Isaac Newton Institute where they had worked together and proved a rigidity result around symmetries and group theory. We spoke to all four of them to understand the result, what it was like working together, and how they each got into maths.  Please note, this episode includes more technical mathematical descriptions than is standard for our podcasts so you may want a strong cup of coffee before you dive in! To find out more about the maths discussed in this episode, you might like:  An introduction to group theory A very short overview of symmetry and groups A podcast on group theory Maths on the Move, is the podcast from plus.maths.org. We speak to researchers from the frontiers of mathematical science so you can connect with the maths that shapes and explains our world. Hosted by Plus editors Rachel Thomas and Marianne Freiberger. 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.

  4. Jul 23

    Hannah Fry wins Leelavati Prize!

    Hannah Fry, Cambridge's first Professor of the Public Understanding of Mathematics, has been awarded the Leelavati Prize at this year's International Congress of Mathematicians (ICM). The Leelavati Prize is awarded every four years by the International Mathematical Union and Infosys for outstanding contributions for increasing public awareness of mathematics. We talked to Hannah in the run-up to the ICM about how she feels about being awarded the prize, the role of mathematics in culture, and her favourite experience as a maths communicator. As Hannah puts it, "I feel as though there are these wonderful secrets that are completely invisible to almost everybody in the world who are mathematicians and it doesn’t make sense to me we would keep them to ourselves — I feel as though I have this really good bit of gossip that I just want to share." To hear Hannah talk about her favourite mathematical moment, which is mentioned in this episode, see this podcast recorded when she became Professor of the Public Understanding of Mathematics at the University of Cambridge. You can see the part of Hannah Fry's RI Christmas lecture mentioned in this podcast on YouTube. The photo of Hannah is courtesy of the Simons Foundation. Maths on the Move, is the podcast from plus.maths.org. We speak to researchers from the frontiers of mathematical science so you can connect with the maths that shapes and explains our world. Hosted by Plus editors Rachel Thomas and Marianne Freiberger.

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Maths on the Move, is the podcast from plus.maths.org. We speak to researchers from the frontiers of mathematical science so you can connect with the maths that shapes and explains our world. Hosted by Plus editors Rachel Thomas and Marianne Freiberger.

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