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PoddsändningarMatematikThe Art of Mathematics

The Art of Mathematics

Carol Jacoby
The Art of Mathematics
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81 avsnitt

  • The Art of Mathematics

    Theorem of the Day

    2026-09-24 | 22 min.
    Robin Whitty hosts the website theoremoftheday.org, which presents a concise poster about a different theorem each day, with explanation, graphics, and links. He has been doing this for 21 years. Theorems include one by an avant-garde musician that relates to group theory, and an explanation of the intermediate value theorem applied to pancakes. We also discuss how AI might change the role of mathematicians.
  • The Art of Mathematics

    Life-Changing Math

    2026-08-26 | 16 min.
    Ted Dintersmith, author of Aftermath: The Life-Changing Math that Schools Won't Teach You, argues that much of what we learn in math can be outsourced to machines. That frees people to understand the mathematical ideas that underlie much of modern life. An example is estimation, such as political polls. Understanding the various metrics that fill the news requires creativity coupled with logic. Learning to ask the right questions is more important than, say, learning to do closed-form integrals.
  • The Art of Mathematics

    Zeno's Paradox: Is Motion Possible?

    2026-07-22 | 15 min.
    Josh Cole discussed Zeno's paradox that says motion is not possible since you must go half-way, and then half of the remaining distance, and so on, infinitely. Aristotle and others struggled with this, using ideas like "potential infinity" that hint at ideas that would appear in calculus hundreds of years later. The ancient Greeks were focused on the counting numbers, so they expect things to happen in succession. In particular, the Arrow Paradox asks at what point in time does an arrow move.
  • The Art of Mathematics

    The Most Beautiful Formula

    2026-06-27 | 16 min.
    Joseph Bennish discusses Euler’s formula, which involves pi, e, the imagery i, 0 and 1, a beautiful formula that unites disparate types of numbers. We can think of e raised to an exponent as compound interest or a function with a remarkable property. We can extend the properties we expect from exponentials to imaginary numbers, which gives us periodicity instead of the usual steadily rising exponential growth.
  • The Art of Mathematics

    Math as it Should Be

    2026-05-27 | 17 min.
    Aris Winger, Math Professor and Executive Director of the National Association of Mathematicians, has experienced first hand how math can save students' lives by uplifting them. Our education system can move beyond workbooks and help students, all students, think crisper and understand what's happening in the world.
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Om The Art of Mathematics
Conversations, explorations, conjectures solved and unsolved, mathematicians and beautiful mathematics. No math background required.
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