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In this episode of Living Proof, we speak with renowned filmmaker Ekaterina Eremenko about her film "Portrait of Olga Ladyzhenskaya", which tells the story of the legendary Russian mathematician celebrated for her groundbreaking work in partial differential equations and fluid dynamics. Ekaterina shares what inspired her to bring Ladyzhenskaya’s life to the screen, explores the creative process behind the film, and reflects on the powerful intersection of art and science.
The film was screened at the Isaac Newton Institute for Mathematical Sciences to celebrate International Women in Mathematics Day 2025.
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In this podcast, Sara Khan interviews Dr Mike Ogiugo about his experience with the Ramanujan Fellowship, which enabled him to participate in the INI research programme Modern History of Mathematics, and how it has helped shape his journey in mathematics.
This fellowship, named after Srinivasa Ramanujan, a highly gifted Indian mathematician of the early 20th century, offers the opportunity for promising early career researchers living and working in low and middle-income countries to attend an INI programme for one to three months.
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Welcome to the latest episode of Living Proof, our podcast produced in collaboration with Plus.maths.org– you can find all the content from the collaboration here.
On May 30th 2024 seminar goers at Princeton University witnessed a thrilling moment. The mathematician Zhouli Xu of the University of California, LA, announced that, together with colleagues he had sorted out the 126th dimension. Not in general, but in regards to a problem that has taunted mathematicians since the 1960s. The problem involves strange shapes and is called the Kervaire invariant problem, after the mathematician Michel Kervaire.
In this episode, Zhouli takes us on a trip into higher dimensions, giving us a gist of what this long-standing problem is all about and retracing some of the long, and sometimes arduous, journey towards a proof. We met Zhouli when he visited the Isaac Newton institute for Mathematical Sciences (INI) in Cambridge to take part in a research programme called Equivariant homotopy theory in Context.
To find out more abut the topics discussed in this podcast see:
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Welcome to the latest episode of Living Proof, our podcast produced in collaboration with Plus.maths.org
In this podcast we hope to give you some interesting information. This information is encoded in terms of 0s and 1s – the classical bits in your computer or phone. But what if instead we were using a quantum computer? Then we'd be dealing with quantum bits, or qubits, opening up exciting new possibilities. And quantum information theory is the area of mathematics that explores how we can do that.
Adina Goldberg was one of the participants at a recent research programme in this area at the Isaac Newton Institute for Mathematical Sciences. In this episode we speak to Adina about her work and how her intriguing motto – "the meaning is in the arrows" – applies to her research, her career path, and the way she looks at life.
You can find out more about quantum information in this short introduction and delve into the details of information theory in this collection of content.
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Welcome to the latest episode of Living Proof, our podcast produced in collaboration with Plus.maths.org
In this episode we spoke to Sarah Hart, a mathematician interested in not just the maths itself, but also its connections to other areas of literature 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 prime: 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 that was held at the INI. Sarah also participates in the Modern History of Mathematics research programme that is currently taking place at the INI.
In this episode, Sarah tells us 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 following links:
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Welcome to the latest episode of Living Proof, our podcast produced in collaboration with Plus.maths.org
In this episode, we dive into the importance of communicating mathematics to a broader audience, a growing priority within the maths community. Sara Khan, Communications Manager at the Isaac Newton Institute, shares how the INI is championing mathematics communication. Then, Rachel Thomas and Marianne Freiberger, editors of Plus.maths.org, revisit their conversation with Hannah Fry, who has recently taken on the role of Professor of the Public Understanding of Mathematics at the University of Cambridge.
To learn more about the organizations and events mentioned in this episode that support mathematics communication, check out the following links:
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Welcome to the latest episode of Living Proof, our podcast produced in collaboration with Plus.maths.org
In this episode, we talked to famous Maths historian, David E. Rowe, who provided scientific advice for the play Diving into math with Emmy Noether, which was staged as part of the Modern History of Mathematics research programme and the Inclusivity in the Mathematical Sciences workshop at the INI. We dive deep into the life and work of Emmy Noether, and about what it's like putting mathematics on stage.
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.
Read article Emmy Noether: a creative mathematical genius produced by Plus magazine as part of their collaboration with INI.
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In the latest episode of Living Proof, Dan Aspel speaks to Aleks Mijatovic (Warwick, Alan Turing Institute) and Codina Cotar (UCL) about the Stochastic systems for anomalous diffusion programme. They’ll be speaking about the theme and challenges of their highly interdisciplinary six-month research project, but the conversation starts with comments on some truly remarkable headwear…
Stochastic systems for anomalous diffusion programme: https://www.newton.ac.uk/event/ssd/
Submit a proposal for an INI programme: https://www.newton.ac.uk/events/submit-a-proposal/
00:00 - Introduction
00:41 - Welcome, an insight into “flamboyant” hat designs
03:53 - Explaining the concept of anomalous diffusion
07:05 - Connections to physics, biology, statistical mechanics and more
10:00 - The logistical support at INI in Cambridge: “I’ve never been so relaxed in my life!”
13:20 - “The freedom this place affords us is great, and fertile ground for such things to happen”
17:52 - Solutions vs questions
20:44 - Personal highlights of the programme
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In the latest episode of Living Proof, Dan Aspel speaks to Professors Lionel Mason (Oxford) and Maciej Dunajski (Cambridge) of the Twistor Theory programme (https://www.newton.ac.uk/event/twt). Over the 30 minutes, they share their experiences of the scale and challenges of this far-reaching topic that - amongst other things - aims to unify general relativity and quantum mechanics.
00:00 - Introduction
00:42 - Welcome
01:48 - “I have been excited about this programme for 40 years”, introducing the topic
05:18 - Successes of the programme, the attendance of Roger Penrose
06:30 - Connecting Twistor Theory with the Kennedy assassination, a short history of the field
10:28 - The many languages of mathematics
13:45 - Periods of acceleration within the field, “… the 70s must have been truly exciting”, the collaboration between Penrose and Michael Atiyah
17:50 - “Roger makes no secret of the fact that he disapproved of String Theory”
19:48 - What applications can one expect from Twistor Theory?
27:14 - Personal highlights of the month-long programme, celebrating 30 years of collaboration
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In the latest episode of Living Proof, Dan Aspel speaks to Professors Mark Blyth and Sasha Korobkin, organisers of the INI Satellite Programme “The mathematics of multiphase flows with applications” (https://www.newton.ac.uk/event/mfa/). In the conversation, Mark and Sasha explain the programme’s research themes and share their insights into the challenges and rewards of organising an INI programme at your home institution - in their case the University of East Anglia in Norwich.
00:00 - Introduction
00:49 - Welcome, overview of the programme, UEA and Norwich as a venue
07:22 - Social aspect of INI programmes
09:20 - Structure of the programme, starting with a summer school
13:02 - Central workshop of the programme: “New directions in multiphase flows” (https://www.newton.ac.uk/event/mfaw02/), connections with industry
16:30 - The challenges of running a satellite programme, without the infrastructure provided in Cambridge
20:50 - Discussing the two-year lead time from proposal to preparation to hosting the month-long programme, the importance of planning far in advance
22:45 - Success of the science during a month-long programme
26:38 - Personal highlights: “I was amazed we made it through the month without any catastrophes”, lecture on beer tapping
29:25 - Final thoughts, looking to the future
From the publisher's feed
The Isaac Newton Institute is the world's foremost mathematical research centre. Living Proof aims to highlight the diverse people and interconnected topics linked to its many activities.…