What I'm struggling with is that I've seen similar points made by philosophers in "Dynamical Systems Theory" (see e.g. the work of Tim vanGelder), and as a student I spent many hours working to understand their arguments.
Once I did, I came to the conclusion that they were wrong. 🤷‍♂️
Once I did, I came to the conclusion that they were wrong. 🤷‍♂️
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By computation I just means physics. That's it. Other than magic, there is no alternative to the computational framework for understanding cognition, in my opinion.
Dynamical systems are not in any way counter to computation!!! Why does anyone think they are? I've never understood...
If the concern is digital versus analog, we can do computation with analog systems - no problemo. 🙂
Given 2 sets, domain S & codomain T, a binary relation R between S and T is a function if all elements of S appear exactly once in R.