• Black_Gulaman@lemmy.dbzer0.com
    link
    fedilink
    arrow-up
    3
    arrow-down
    2
    ·
    edit-2
    6 months ago

    Just watched this, a few hours ago.

    What I don’t get is that t4t strategy is reactionary, what if in the real world another nation/person/entity does something so drastic that you csnnot retaliate and annihilate you.

    Pro active strategies might not win in game theory but it may as well ensure your survival in real life.

    • kksgandhi@lemmy.ml
      link
      fedilink
      arrow-up
      3
      arrow-down
      1
      ·
      6 months ago

      Or even if they don’t annihilate you, it still gives them so much of an advantage that any future games are biased in their favor.

      • readthemessage@lemmy.eco.br
        link
        fedilink
        arrow-up
        5
        ·
        6 months ago

        As far as I understand, tit for tat will lose most individual duels. But it does cooperate a lot and makes lots of points as a whole. Proactive strategies win more, but they do not cooperate a lot (especially against each other), and in the end, they make fewer points. In real life, annihilating someone would make others not want to cooperate with you. So the options would be either to annihilate everyone or no one.

        • kid2908OP
          link
          fedilink
          English
          arrow-up
          3
          ·
          edit-2
          6 months ago

          Yeah, from what I understand. If it an one-off encounter (annihilate each other), then tit for tat will lose most of the times. That is original version Prisoner’s dilemma and the answer for that version is you all should betray each other. When the scenario is not an one-off encounter but a repeated once then tit for tat will win most of the times.

  • GermainRobitaille@lemmy.world
    link
    fedilink
    arrow-up
    1
    ·
    6 months ago

    If I understand correctly, tit-for-tat is the best strategy so far. But it is only based on a competition and some simulation. I wonder if we will ever find and prove an optimal strategy.