Jaime Hoerricks, PhD
speaker
642 appearances
5 recordings
2 series
first heard Dec 2024
last heard 20 Dec
Jaime Hoerricks, PhD’s voice in public audio — every appearance, attributed to the second.
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recordings per month · last 12 monthsRecordings per month over the last 12 months — 1 in all, peaking in Dec 2025 with 1.
Appearances
Well, Yanghui, he sees a parallel between how birds navigate together in a murmuration and how AI can guide mathematicians towards new insights by sifting through tons of math data.
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Yeah, and they've actually used this murmuration idea to look into a famous problem in number theory, the Birch and Swinnerton Dyer conjecture.
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Imagine a donut shape, but in the world of numbers, these are called elliptic curves.
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Mathematicians are obsessed with finding rational points on these curves, points where the coordinates can be written as fractions.
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Birch and Swinerton Dyer conjecture basically says there's this deep connection between how many of these rational points there are.
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And a specific math function, like linking the geometry of these curves to number theory.
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And it's a big deal in math.
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It's actually one of the Clay Mathematics Institute's millennium price problems.
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Solve it, you win a million bucks.
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They trained an AI on this massive data set of elliptic curves and their functions.
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The AI didn't actually solve the whole conjecture, but it found this new pattern, this correlation that mathematicians hadn't noticed before.
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Exactly.
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This discovery, while not a complete proof.
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gives more support to the conjecture and opens up some exciting new areas for research.
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It shows how AI can help with even the hardest problems in mathematics.
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That's a great question.
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And it's something we'll dig into in the final part of this deep dive.
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We'll look at the philosophical and ethical stuff around AI in math.
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We'll ask if AI is really understanding the math it's working with, or if it's just manipulating symbols in a really fancy way.
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See you there.
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