The tragic tale of polynomials

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  • Опубликовано: 13 окт 2022
  • Several mathematicians who did pioneering work on polynomials had, for some reason, pretty colourful and not very happy lives.
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Комментарии • 10

  • @Galileosays
    @Galileosays Год назад +5

    Great video. Question why was there such an interest in 3 order polynomial. The second was motivated by knowledge of ballistics for warfare.
    Small remark the gl in Italian is silent. So Tartaglia is spoken as Tartaia.
    The Italian pasta Tagliatelle is spoken as: Taiatelle. This means literally small cuts, it comes from Latin: taiare, which means to cut)

    • @discovermaths
      @discovermaths  Год назад +1

      Duly noted - thank you! I think the interest in higher polynomials - cubic, etc - was purely intellectual. Much of pure maths is. There isn't necessarily a known application for it at the time.

    • @azzteke
      @azzteke Год назад

      Wrong pronunciation, it hurts your ears!

  • @paulklee5790
    @paulklee5790 Год назад +1

    Great story... would make a great movie! But I’m not sure stove pipe hats were a thing in 16th c Milan? I know it’s a fashion centre but....

  • @rhubarbman2425
    @rhubarbman2425 Год назад

    Just wanted to note:
    Galois wasn't the first to prove that quintics are generally unsolvable with roots and standard arithmetic operations. It was Abel and Ruffini

  • @Killerwhale317
    @Killerwhale317 2 месяца назад

    Instead of rap battles they had math battles? 😮 Amazing.

  • @alistairkentucky-david9344
    @alistairkentucky-david9344 Год назад +1

    This is pretty much an abridged version of Veritasium's video

    • @bini420
      @bini420 Год назад

      which video

    • @alistairkentucky-david9344
      @alistairkentucky-david9344 Год назад

      @@bini420 ruclips.net/video/cUzklzVXJwo/видео.html
      Veritasium tells this story with characteristic excitement and enthusiasm. He also goes deeper into the maths.

    • @Moses_VII
      @Moses_VII Год назад

      @@bini420 The one about the invention of complex numbers.