Breaking Math Podcast

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Breaking Math Podcast presents

Breaking Math Podcast

Breaking Math is a podcast that aims to make math accessible to everyone, and make it enjoyable. Every other week, topics such as chaos theory, forbidden formulas, and more will be covered in detail. If you have 45 or so minutes to spare, you're almost guaranteed to learn something new! *See our new math and science youtube show called "Turing Rabbit Holes" at youtube.com/turingrabbitholespodcast ! The Breaking Math Podcast team has teamed up with Particle Physicist and Science Fiction Author Dr. Alex Alaniz to deliver a show about science and society. Subscribe and never miss an episode! Support this podcast:

  • 64: What Projection Is This? (Map Projections)

    September 29, 2021

    64: What Projection Is This? (Map Projections)

  • RR36: The Most Boring Episode Ever (Rerun: Math Games)

    September 19, 2021

    RR36: The Most Boring Episode Ever (Rerun: Math Games)

  • 63: Broken Voting Systems (Voting Systems and Paradoxes)

    September 5, 2021

    63: Broken Voting Systems (Voting Systems and Paradoxes)

  • 62: The Atom Bomb of Information Operations (An Interview with John Fuisz of Veriphix)

    August 22, 2021

    62: The Atom Bomb of Information Operations (An Interview with John Fuisz of Veriphix)

  • RR38: The Great Stratagem Heist (Game Theory: Iterated Elimination of Dominated Strategies)

    May 23, 2021

    RR38: The Great Stratagem Heist (Game Theory: Iterated Elimination of Dominated Strategies)

  • 61: Look at this Graph! (Graph Theory)

    April 25, 2021

    61: Look at this Graph! (Graph Theory)

  • P9: Give or Take (Back-of-the-Envelope Estimates / Fermi Problems)

    April 19, 2021

    P9: Give or Take (Back-of-the-Envelope Estimates / Fermi Problems)

  • 60: HAMILTON! [But Not the Musical] (Quaternions)

    April 3, 2021

    60: HAMILTON! [But Not the Musical] (Quaternions)

  • 59: A Good Source of Fibers (Fiber Bundles)

    March 21, 2021

    59: A Good Source of Fibers (Fiber Bundles)

  • 58: Bringing Curvy Back (Gaussian Curvature)

    March 3, 2021

    58: Bringing Curvy Back (Gaussian Curvature)

  • P8: Tangent Tango (Morikawa's Recently Solved Problem)

    February 25, 2021

    P8: Tangent Tango (Morikawa's Recently Solved Problem)

  • P7: Root for Squares (Irrationality of the Square Root of Two)

    February 7, 2021

    P7: Root for Squares (Irrationality of the Square Root of Two)

  • 57: You Said How Much?! (Measure Theory)

    February 1, 2021

    57: You Said How Much?! (Measure Theory)

  • P6: How Many Angles in a Circle? (Curvature; Euclidean Geometry)

    January 28, 2021

    P6: How Many Angles in a Circle? (Curvature; Euclidean Geometry)

  • 56: More Sheep than You Can Count (Transfinite Cardinal Numbers)

    January 24, 2021

    56: More Sheep than You Can Count (Transfinite Cardinal Numbers)

  • 55: Order in the Court (Transfinite Ordinal Numbers)

    January 14, 2021

    55: Order in the Court (Transfinite Ordinal Numbers)

  • 54: Oodles (Large Numbers)

    December 21, 2020

    54: Oodles (Large Numbers)

  • 53: Big Brain Time (An Interview with Peter Zeidman from the UCL Institute of Neurology)

    December 11, 2020

    53: Big Brain Time (An Interview with Peter Zeidman from the UCL Institute of Neurology)

  • 52: Round (Circles and Spheres)

    December 5, 2020

    52: Round (Circles and Spheres)

  • P5: All Your Base Are Belong to Us (Fractional Base Proof)

    November 26, 2020

    P5: All Your Base Are Belong to Us (Fractional Base Proof)