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Million Dollar Problems of Mathematics

Science EN ↓ Επεισόδια: 29

This podcast is about the strangest problems in math. The kind that sound simple, almost silly, until you try to solve them and realize people have been stuck for decades

Δημιουργός

TheTuringApp.Com

Κατηγορία

Science

Ιστοσελίδα του podcast

theturingapp.com

Τελευταίο επεισόδιο

6 Ιουλ 2026

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Επεισόδια

Navier-Stokes Equations 04.03.2025

In this episode, we dive into the Navier-Stokes Equations, the mathematical key to understanding the chaos of air, water, and motion. These equations govern the flow of fluids—from ocean currents to turbulence in the air we breathe. But there’s a catch: proving that these equations always work without spiraling into chaos remains an unsolved mystery. Even Hollywood couldn’t resist its allure. In t...

Yang-Mills & The Mass Gap 26.02.2025

Explore the Yang-Mills theory and the Mass Gap—a problem that has haunted mathematicians and physicists for decades. At the intersection of pure math and quantum physics, this enigma underpins our understanding of the universe's fundamental forces. Yang-Mills theory describes the behavior of particles like quarks and gluons, the building blocks of matter, but here’s the twist: the theory predicts...

Birch and Swinnerton-Dyer conjecture 19.02.2025

In this episode, we uncover the Birch and Swinnerton-Dyer Conjecture—an enigma in mathematics so complex it’s often called “the most difficult problem you’ve never heard of.” At its heart lies a question about elliptic curves, abstract shapes with applications ranging from cryptography to string theory.   Solving it could redefine how we approach the boundaries of number theory and computatio...

The Riemann Hypothesis 16.02.2025

This episode dives into one of the most elusive mysteries in mathematics: the Riemann Hypothesis. First proposed by Bernhard Riemann in 1859, it’s a conjecture that connects the primes—those fundamental building blocks of numbers—to a hidden rhythm in the infinite expanse of mathematics. Cracking it is more than implications for number theory; it’s about unlocking the structure of the universe its...

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