Meaning in Intuitionistic Logic | Attic Philosophy

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  • Опубликовано: 4 янв 2025

Комментарии • 20

  • @toe_fans
    @toe_fans Год назад +2

    Very interesting indeed

  • @CristianGonzalez-zc9nt
    @CristianGonzalez-zc9nt 2 года назад +4

    Whyyyyy don't you have more views? It''s a shame I did not discover this channel before. Wonderful content, wonderful explanation for anyone who hasn't had close contact with this formal topic.

    • @AtticPhilosophy
      @AtticPhilosophy  2 года назад +2

      Thanks very much! Hopefully the views are coming in time. Glad this was useful!

    • @JosiahWarren
      @JosiahWarren Год назад

      No people care about logic like us

  • @woosix7735
    @woosix7735 11 месяцев назад

    This is just what i was looking for , thanks!

  • @alexandersanchez9138
    @alexandersanchez9138 Год назад +1

    How is this related to the Heyting algebra approach?

    • @AtticPhilosophy
      @AtticPhilosophy  Год назад +1

      This is the kripke-style semantics, which is an alternative to Heyting algebras. There’s a feeling that, while formally good, the algebraic approach doesn’t make much philosophical sense in giving the meaning of intuitionistic logic.

  • @vitusschafftlein77
    @vitusschafftlein77 3 года назад +1

    Very nice explanation. I'm looking forward to your next video!

  • @madvorakCZ
    @madvorakCZ Год назад

    OK but can we ever get x->y without obtaining y?

    • @AtticPhilosophy
      @AtticPhilosophy  Год назад

      Sure, you don’t need y to be verified to verify x->y. In a proof, deriving y on the assumption of x proves x->y.

  • @Bobby-bz8bk
    @Bobby-bz8bk 2 года назад

    Too few views! This is a really helpful video on a much-neglected subject.

  • @ReflectiveJourney
    @ReflectiveJourney 2 года назад

    Is this equivalent to finite state automata?

    • @AtticPhilosophy
      @AtticPhilosophy  2 года назад +2

      They look similar but they’re up to different things. Logical models are fixing what sentences are valid. Automata are abstract models of computation. There *are* connections: automata over modal models is a technique for showing why modal logics are decidable. That’s more advanced stuff!

  • @toe_fans
    @toe_fans Год назад

    The idea of only having a state of information at-a-particular-state weirdly reminds me of like whitehead's process philosophy

  • @rookiedoesevrythng9222
    @rookiedoesevrythng9222 3 года назад +1

    Make a series on the logical arguments for and against god

    • @AtticPhilosophy
      @AtticPhilosophy  3 года назад +3

      Good idea! I'm planning a series on religion, but it's not something I want to rush.

  • @Guz579N
    @Guz579N 3 года назад +2

    haha im writing a chapter in my uni work on this right now