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1948. A flash, followed by an explosion. Made possible by months of mathematical computation, the splitting of the atom was hailed as a triumph of both science and mathematics. Mathematics is seen by many as a way of quantifying experiments. But is that always the case? There are cases where it seems as though mathematics itself has made predictions about the universe and vice versa. So how are these predictions made? And what can we learn about both physics and math by examining the way in which these topics intermingle?
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Support this podcast: https://anchor.fm/breakingmathpodcast/support
![](https://media.zencastr.com/cdn-cgi/image/width=640,quality=85/image-files/614e1812aa193a007ec6f40f/b1462ff5-a0b0-4675-9f21-d3e89384362b.jpg)
1948. A flash, followed by an explosion. Made possible by months of mathematical computation, the splitting of the atom was hailed as a triumph of both science and mathematics. Mathematics is seen by many as a way of quantifying experiments. But is that always the case? There are cases where it seems as though mathematics itself has made predictions about the universe and vice versa. So how are these predictions made? And what can we learn about both physics and math by examining the way in which these topics intermingle?
---
Support this podcast: https://anchor.fm/breakingmathpodcast/support
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