Congruence-based proofs of the recognizability theorems for free many-sorted algebras

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Abstract

We generalize several recognizability theorems for free single-sorted algebras to free many-sorted algebras and provide, in a uniform way and without using either regular tree grammars or tree automata, purely algebraic proofs of them based on congruences.

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Climent Vidal, J., & Cosme Llópez, E. (2020). Congruence-based proofs of the recognizability theorems for free many-sorted algebras. Journal of Logic and Computation, 30(2), 561–633. https://doi.org/10.1093/logcom/exz032

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