Mathematical Objects

Mathematical Objects

Author: ACMEScience June 29, 2019 Duration: 46:43

On this episode of Relatively Prime Samuel Hansen is joined by fellow podcasters and friends Katie Steckles and Peter Rowlett of the Aperiodical to talk about their new mathematical podcast Mathematical Objects. They discuss about where the idea for the podcast came from, how talking about objects can lead to conversations which range from research mathematics to history and back again, and it even features two episodes of their show, one about a shirt and other about a piece of citrus. Once you hear it you will want to subscribe, which you can do here.

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Music:
Kevin MacLeod


Behind every equation, theorem, and abstract concept, there are human stories waiting to be told. Relatively Prime: Stories from the Mathematical Domain uncovers these narratives, moving far beyond textbook explanations to explore the passion, curiosity, and occasional frustration that drive mathematical discovery. Produced by ACMEScience, this podcast delves into the rich, often overlooked history and culture surrounding numbers and ideas. Each episode feels like a conversation, where you might hear about the quirky personalities behind pivotal proofs or the unexpected ways mathematical thinking shapes our everyday world. The focus is on connection-how mathematics intertwines with art, politics, philosophy, and personal endeavor. Tuning in, you'll find a thoughtful and accessible series that treats its subject with warmth and depth, making the domain of maths feel both relatable and astonishing. It’s for anyone who has ever wondered about the stories buried within the formulas, offering a genuinely human perspective on a profoundly human intellectual pursuit. This isn't about solving for x; it's about understanding the why.
Author: Language: English Episodes: 63

Relatively Prime: Stories from the Mathematical Domain
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