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    Primitive recursion's computability is intrinsic to its d... — Carmelics
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    Supports→Because this bridge is proven rather than merely conjectured, a function defined by primitive recursion over a computable base inherits computability in any model proven equivalent to the recursive functions, removing the alleged 'a priori' gap.

    Primitive recursion's computability is intrinsic to its definition; model equivalence transfers this property deductively, not inductively or by assumption.

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    Because this bridge is proven rather than merely conjectured, a function defined...

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