The unreasonable effectiveness of mathematics is just the unreasonable effectiveness of computers in embryonic form.
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The unreasonable effectiveness of mathematics is the expression of surprise that a small set of simple compositional automata is sufficient to model such a wide range of systems
But that's sampling bias. The range compared to all systems is actually quite small. For the rest, there's computers (hence my point).
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Ah, I misunderstood you. I think of computers as the part of mathematics that works, i.e. can be implemented, and the part of math that can be done without computers as napkin calculations
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Which is completely consistent with my point.
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