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Math Deep Dive
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Today: #194 in Science, Germany on our combined chart.
Today: #158 in Science, India on our combined chart.
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Ranking history · United States
Latest daily rankings: Oct 27. New rankings will appear after the next update.
Recent history only — this show has no current ranking on the Science chart. These are recorded positions from the last 14 days, not current rankings.
Position on the Science combined chart over the last 14 days. Toggle platforms to compare their positions. Lower rank numbers are better.
View as table
| Date | Combined Rank | Apple Podcasts |
|---|---|---|
| Oct 27 | — | — |
| Oct 19 | — | #192 |
| Oct 18 | — | #194 |
| Oct 16 | — | #191 |
| Oct 14 | #196 | #180 |
Latest episodes
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C*-Algebra
September 15, 2026 · 48 minWhat if the order in which you measured the world actually changed the shape of the universe? In this episode of Math Deep Dive, we go down the rabbit hole of C-algebra* (pronounced “sea star”), a mathematical framework that serves as the…
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Process Theory
September 8, 2026 · 48 minIs our universe a static "block" of frozen geometry, or is it a dynamic river of constant change? In this episode of the Math Deep Dive Podcast, we explore the revolutionary framework of Process Theory—a new mathematical language designed…
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Foundations of Mathematics
September 1, 2026 · 48 minWhat happens when the rigorous, unbreakable rules of mathematics contradict themselves?. In this episode of Math Deep Dive, we explore the Foundations of Mathematics and the existential crisis that shook the greatest minds of the 20th…
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Quantum Mechanics
August 25, 2026 · 46 minEver feel like the universe is playing by a different set of rules? In this episode of the Math Deep Dive Podcast, we peel back the intimidating jargon of quantum physics to reveal the elegant—and deeply strange—mathematics running the…
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Galois Theory
August 18, 2026 · 58 minIn 1832, 20-year-old math prodigy Évariste Galois frantically scribbled his final mathematical breakthroughs just hours before dying in a tragic pistol duel. Those chaotic notes didn't just solve a 300-year-old algebra mystery—they birthed…
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Homotopy Type Theory
August 11, 2026 · 33 minFor over a century, Zermelo-Fraenkel Set Theory (ZFC) has served as the "machine code" of mathematics. But for the modern mathematician, ZFC presents a bizarre paradox: it forces us to treat structurally identical objects as fundamentally…
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Allegory
August 4, 2026 · 48 minWe explore the mathematical allegory, a profound structural framework that challenges our reliance on the rigid, one-way "pipeline" of functional mathematics. While we are traditionally taught to view the world through functions (f(x)=y)…
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Linear Logic
July 28, 2026 · 56 minIs $1.00 actually infinite money? In classical mathematics, the answer is a surprising "yes"—but in the messy, physical reality of the universe, that logic falls apart. In this episode of the Math Deep Dive Podcast, we explore Linear…
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Domain Theory
July 21, 2026 · 44 minCould a machine build a replica of itself, or would the physical universe snap under the weight of the paradox? In classical mathematics, the moment you allow "self-application"—feeding a machine its own blueprint—the foundational logic…
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Spectral Graph Theory
July 14, 2026 · 51 minWhy does adding a brand new, high-speed road often make a city's traffic jams worse? How can the exact same mathematics used to calculate the physical vibrations of a drumhead perfectly explain the bizarre, quantized nature of quantum…
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CW Complex
July 7, 2026 · 1 hr 4 minWhy would a mathematician use 14 rigid triangles and 42 pieces of data to describe a simple donut when they could do it with just four? In this episode of Math Deep Dive, we explore the "absolute magic" of the CW complex, a revolutionary…
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Chu Spaces
June 30, 2026 · 1 hr 2 minHave you ever wondered what happens mathematically when you hit the backspace key? It feels like a simple forward-moving action in time, but it actually triggers a profound transformation that moves in two directions at once: a physical…
About the show
Math Deep Dive explores the ideas that shape mathematics, one concept at a time. Each episode unpacks the history, meaning, and intuition behind key topics—connecting abstract theory to real-world applications. From fundamental principles to surprising generalizations, the show makes complex math more accessible, revealing not just how it works, but why it matters.