Reducing Transducer Equivalence to Register Automata Problems Solved by "Hilbert Method"
Adrien Boiret; Radosław Piórkowski; Janusz Schmude · 2018 · arXiv
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Abstract (excerpt)
In the past decades, classical results from algebra, including Hilbert's Basis Theorem, had various applications in formal languages, including a proof of the Ehrenfeucht Conjecture, decidability of HDT0L sequence equivalence, and decidability of the equivalence problem for functional tree-to-string transducers. In this paper, we study the scope of the algebraic methods mentioned above, particularily as applied to the equivalence problem for register automata. We provide two results, one positive, one negative. The positive result is that equivalence is decidable for MSO transformations on uno
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Metadata source: arXiv