• CanadaPlus
    51·
    23 hours ago

    They don’t prevent it, they just don’t implement it. A real (physical) CPU is a fixed electrical circuit and can’t just divide in two the way it would have to for the ideal mathematical version of recursion. If you want a simple way to visualise this, how would you implement recursion (as opposed to just loops) on a Turing machine with tapes?

    Different CPUs might have strategies to approximate certain kinds of recursion, but at some point my own knowledge ends, and there has been many different designs. Tail recursion in particular is usually just turned back into a loop at the compiler, and typical modern architectures implement a call stack at the hardware level, which allows you to do limited-depth recursion, but breaks like in OP if you try to go too deep.

    • BatmanAoD@programming.dev
      2·
      10 hours ago

      …what is your point? Some software (in a language that doesn’t have tail-recursion optimization) used recursion to handle user-provided input, and indeed it broke. Someone wrote to explain that that’s a potential vulnerability, the author agreed, and fixed it. Who here is misunderstanding how computers implement recursion?

    • Redkey@programming.dev
      4·
      12 hours ago

      Tail recursion in particular is usually just turned back into a loop at the compiler, and typical modern architectures implement a call stack at the hardware level, which allows you to do limited-depth recursion, but breaks like in OP if you try to go too deep.

      Yes, in my experience this is what the term “recursion” means in a programming context; it doesn’t usually refer to a mathematical ideal. That was what tripped me up.