Question

This is a naïve and, therefore, possibly malformed question, so apologies in advance!

My view is that a Turing Machine can be seen as the computational basis for procedural/imperative programming languages. Similarly, the lambda calculus is the foundation for functional programming languages.

I have recently learnt that the Church-Turing Thesis also shows mutual equivalence with a third model of computation: general recursive functions. Are there any programming languages that use this as their model of computation? If not, is there a technical reason why; i.e., besides "No one's tried yet"?

No correct solution

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