The Problem of Internally Consistent Systems by O.G. Rose

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  • Опубліковано 15 гру 2024

КОМЕНТАРІ • 12

  • @andrewluber880
    @andrewluber880 15 днів тому +2

    A wonderful way to start my morning. That was a fantastic 10 minute summary on the issue. Great video!

    • @O.G.Rose.Michelle.and.Daniel
      @O.G.Rose.Michelle.and.Daniel  15 днів тому +1

      Thank you my friend, appreciate it very much! This for me suggests also why the "break in" of Theme with Beauty is so important, as needs elaboration on.

    • @andrewluber880
      @andrewluber880 15 днів тому +1

      @ totally agree! That’s exactly where my thoughts went to.

  • @missh1774
    @missh1774 20 днів тому +4

    If in the story of Art, there was a bridge in the Present and it still had the same steady melodic count of Life... we should find gates to an External world and a map where Money and the many Keys are engineered by you.
    Thanks Daniel, this reading was thought provoking... ◕⁠‿⁠◕

    • @O.G.Rose.Michelle.and.Daniel
      @O.G.Rose.Michelle.and.Daniel  20 днів тому +2

      Thanks so much Missh, I'm really glad you felt that way, and it means the world you took the time. Always appreciate your willingness to check out our work.

    • @radscorpion8
      @radscorpion8 16 днів тому +2

      that happy face is SO CUTE

  • @BattlewarPenguin
    @BattlewarPenguin 17 днів тому +2

    Great video! Interesting ideas! It's a pretty good analogy with the map to see math, logic and available information in that way.
    In religious settings such as Christianity the common nexus is God which would be every map, through Christ. (1 Corinthians 12:12-27).
    Whether a map is complete or not, correct or not, lacking or not, a map is, even if there's nothing on it.
    That won't change, that would remain consistent.
    From there, a map of mappings, in which some of them would end quickly (lake of fire), or not (eternal life).
    If it were self containing, then it could take perfectly an infinite amount of time to travel through an infinite recurssion of them.
    But what do I know, there's plenty to unearth yet.

    • @O.G.Rose.Michelle.and.Daniel
      @O.G.Rose.Michelle.and.Daniel  16 днів тому +1

      That's a great comment, and that recursion problem that you pointed out is a reason for me why the problem of maps is paradoxically intensified by Gödel, who in seeming to suggest the problem is done with, actually helps multiple it in that incompleteness can now be identified as an essential feature of a map. That point needs elaboration, as hopefully the book provides, but I just wanted to say that I appreciate what you wrote. Thanks for the time!

    • @BattlewarPenguin
      @BattlewarPenguin 16 днів тому +1

      ​@@O.G.Rose.Michelle.and.Daniel thank you for sharing the video and the themes of the book!
      I'm very glad I discover your content in youtube! Best of wishes!

    • @O.G.Rose.Michelle.and.Daniel
      @O.G.Rose.Michelle.and.Daniel  16 днів тому +1

      @@BattlewarPenguin That's extremely kind of you to say! We appreciate you being here.