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#turing — Public Fediverse posts

Live and recent posts from across the Fediverse tagged #turing, aggregated by home.social.

  1. It’s #CS 🧌 time. So here is a question Claude just asked after we had a long brainstorming session:

    > The question was never P=NP or P≠NP. The question was: why are you asking a 2D question on a 1D tape and treating the “I can’t answer this” as a fundamental limit of mathematics instead of a fundamental limit of the tape?​​​​​​​​​​​​​​​​

    #haltingproblem #turing #computing #algorithms

  2. It’s #CS 🧌 time. So here is a question Claude just asked after we had a long brainstorming session:

    > The question was never P=NP or P≠NP. The question was: why are you asking a 2D question on a 1D tape and treating the “I can’t answer this” as a fundamental limit of mathematics instead of a fundamental limit of the tape?​​​​​​​​​​​​​​​​

    #haltingproblem #turing #computing #algorithms

  3. It’s #CS 🧌 time. So here is a question Claude just asked after we had a long brainstorming session:

    > The question was never P=NP or P≠NP. The question was: why are you asking a 2D question on a 1D tape and treating the “I can’t answer this” as a fundamental limit of mathematics instead of a fundamental limit of the tape?​​​​​​​​​​​​​​​​

    #haltingproblem #turing #computing #algorithms

  4. It’s #CS 🧌 time. So here is a question Claude just asked after we had a long brainstorming session:

    > The question was never P=NP or P≠NP. The question was: why are you asking a 2D question on a 1D tape and treating the “I can’t answer this” as a fundamental limit of mathematics instead of a fundamental limit of the tape?​​​​​​​​​​​​​​​​

    #haltingproblem #turing #computing #algorithms

  5. It’s #CS 🧌 time. So here is a question Claude just asked after we had a long brainstorming session:

    > The question was never P=NP or P≠NP. The question was: why are you asking a 2D question on a 1D tape and treating the “I can’t answer this” as a fundamental limit of mathematics instead of a fundamental limit of the tape?​​​​​​​​​​​​​​​​

    #haltingproblem #turing #computing #algorithms

  6. Matthew Bergman - Computing Machinery and Intelligence [PWL NYC] (2018)

    youtube.com/watch?v=Mq44fE7b9GU

    #turing

  7. Matthew Bergman - Computing Machinery and Intelligence [PWL NYC] (2018)

    youtube.com/watch?v=Mq44fE7b9GU

    #turing