John Conway's Game of Life | Jordan Ellenberg and Lex Fridman

Поділитися
Вставка
  • Опубліковано 12 чер 2021
  • Lex Fridman Podcast full episode: • Jordan Ellenberg: Math...
    Please support this podcast by checking out our sponsors:
    - Secret Sauce: wondery.com/shows/secret-sauce/
    - ExpressVPN: expressvpn.com/lexpod and use code LexPod to get 3 months free
    - Blinkist: blinkist.com/lex and use code LEX to get 25% off premium
    - Indeed: indeed.com/lex to get $75 credit
    GUEST BIO:
    Jordan Ellenberg is a mathematician and author of Shape and How Not to Be Wrong.
    PODCAST INFO:
    Podcast website: lexfridman.com/podcast
    Apple Podcasts: apple.co/2lwqZIr
    Spotify: spoti.fi/2nEwCF8
    RSS: lexfridman.com/feed/podcast/
    Full episodes playlist: • Lex Fridman Podcast
    Clips playlist: • Lex Fridman Podcast Clips
    SOCIAL:
    - Twitter: / lexfridman
    - LinkedIn: / lexfridman
    - Facebook: / lexfridman
    - Instagram: / lexfridman
    - Medium: / lexfridman
    - Reddit: / lexfridman
    - Support on Patreon: / lexfridman
  • Наука та технологія

КОМЕНТАРІ • 23

  • @knarkknarkaren
    @knarkknarkaren 2 роки тому +4

    The one thing the game of life taught me is that reductionism doesn't work. Even if you manage to disentangle and model all the constituent parts fully, they can not tell you everything about the emergent behaviors and properties

  • @johnhausmann2391
    @johnhausmann2391 3 місяці тому

    I think the most amazing thing about the game of life is what it says about the attempt to reduce emergent features to rules that produce the features. It's almost the opposite of what Lex is talking about -- it's the question of the reverse direction of prediction that is interesting to me. For example, if you are observing a region of a grid, not knowing the rules, is it possible to determine the rules? What if the grid was so fine that you didn't even know a grid was there? Even if you did know the grid was there, and you were looking at a static feature? Maybe you conclude you are just looking at some static object, not a process . . . I just think it has profound and very humbling implications related whether/how science (me, a materialist) can reduce emergent properties to the process that produced them.

  • @swig_gigolo
    @swig_gigolo 2 роки тому +7

    I went down a rabbit hole of cellular automata on UA-cam as well Lex I also have blender

  • @radwizard
    @radwizard 2 роки тому +2

    Reminds me of time crystals, where over time the geometric patterns emerge because of oscillations.

  • @freedom_aint_free
    @freedom_aint_free 4 місяці тому

    The Collatz conjecture is much simpler than game of life and still after 100 years or so nobody is able to predict its future, it just says that take a natural number "n" if its even, divide it by 2, if it is odd multiply it by 3 and add 1, the conjecture says that no matter in what number you start it will eventually always reaches 1 (some authors considers it the stopping criteria other sees it as a cycle so going back and forth to 1), and besides that, the sequence of natural number usually gets quite wild, it shoots up to pretty higher number and falls back to small numbers, and keeps doing it until it reaches 1.

  • @francescospezzano4707
    @francescospezzano4707 2 роки тому

    Wonderful

  • @imensonspionrona2117
    @imensonspionrona2117 2 роки тому +3

    I always thought the Game of Life is fundamental piece of understanding on how microscopic organisms might behave (or play out) macroscopically.
    In real life there are so many bizarre "final board configurations", that might only be rationalized by some game of life setup that went completely wrong. Gliders for example can be seen as what some might call "spiritual". Or a mechanism. Imagine gliders that act like white blood cells. I can.

  • @CognosSquare
    @CognosSquare 2 роки тому

    Wolfram did a lot of deep observations about the pattern-categories of rules of the automata though.

  • @cripylocdog
    @cripylocdog 2 роки тому

    What is the name of the game he recommended? I can’t find it..

    • @11NK11
      @11NK11 2 роки тому

      I couldn’t find it either, but I found one I think might be similar ...
      It’s called
      Game of Life Cellular Automata

    • @mazorsharp
      @mazorsharp 2 роки тому

      Golly, only on the iPad at the moment

    • @GurtTarctor
      @GurtTarctor 2 роки тому

      I recommend checking out Visions of Chaos, a program which contains all manner of interesting generative visualisations, and has a fairly comprehensive set of cellular automata rules to check out. The "Multiple Neighborhoods Cellular Automata" sets in particular exhibit some fascinating lifelike properties, there are some real standout gems if you keep searching.

    • @BrandonJohnson-bx1ht
      @BrandonJohnson-bx1ht 2 роки тому

      It's just called "game of life".... there are so many different versions now that any kind of game that says something about "cellular automata" will get you there.

    • @BrandonJohnson-bx1ht
      @BrandonJohnson-bx1ht 2 роки тому

      @@11NK11 that Is the game they're talking about

  • @ogfish8031
    @ogfish8031 2 роки тому

    2:53 ….bul did not just say Lex grew up in the “Societ Union”

  • @johnfitzgerald2339
    @johnfitzgerald2339 2 роки тому +1

    "Golly"? "GOLi"? "GOLee"?

  • @John-ss4xj
    @John-ss4xj 2 роки тому +1

    Could it be?

  • @ionvasile12
    @ionvasile12 2 роки тому

    Mr. Fridman is not really familiar with Kurt Godel work!!

  • @sealrk191
    @sealrk191 2 роки тому

    69 like okaaaayyyy