Verified finite automata for finitely generated subgroups of F₂
Source-based formalization of the classical Stallings finite-graph recognition theorem. It gives an executable finite folding construction for every finite list of words in the rank-two free group, with exact subgroup-membership correctness. The least deterministic fold congruence is computed by finite exhaustive search; there is no complexity claim or implementation of core trimming, subgroup bases, intersections, or index algorithms.
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