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Intellectually Curious
Mike Breault
1668 episodes
1 day ago
A classic rope puzzle that seems simple unlocks a doorway to the foundations of mathematics. We trace how lighting two ends and timing the second fuse reveals the fusible numbers, show they are all dyadic rationals, and explore the well-ordered structure whose gaps encode epsilon naught—the proof-theoretic strength of Peano arithmetic. Join us as we connect a playful parlor trick to the absolute limits of formal arithmetic, revealing how the simplest rules can hide immense logical depth. Not...
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Science
Technology,
Mathematics
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A classic rope puzzle that seems simple unlocks a doorway to the foundations of mathematics. We trace how lighting two ends and timing the second fuse reveals the fusible numbers, show they are all dyadic rationals, and explore the well-ordered structure whose gaps encode epsilon naught—the proof-theoretic strength of Peano arithmetic. Join us as we connect a playful parlor trick to the absolute limits of formal arithmetic, revealing how the simplest rules can hide immense logical depth. Not...
Show more...
Science
Technology,
Mathematics
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Hyaloclastite: Fire, Ice, and the Geological Time Capsule
Intellectually Curious
5 minutes
3 days ago
Hyaloclastite: Fire, Ice, and the Geological Time Capsule
On a black-sand beach, lava collides with ice or seawater to forge hyaloclastite —glass fragments instantly shattered by thermal shock and cemented into palagonite. In this episode we unravel how non-explosive quench fragmentation creates jigsaw-fit textures that freeze the exact moment of contact, how palagonitization turns loose debris into solid rock, and why these rocks preserve a record of past ice sheets. We’ll explore hyaloclastite layers under glaciers and at mid-ocean ridges, their r...
Intellectually Curious
A classic rope puzzle that seems simple unlocks a doorway to the foundations of mathematics. We trace how lighting two ends and timing the second fuse reveals the fusible numbers, show they are all dyadic rationals, and explore the well-ordered structure whose gaps encode epsilon naught—the proof-theoretic strength of Peano arithmetic. Join us as we connect a playful parlor trick to the absolute limits of formal arithmetic, revealing how the simplest rules can hide immense logical depth. Not...