The Decidability of -Pushing PDA
نویسندگان
چکیده
Sénizergues has proved that language equivalence is decidable for disjoint -deterministic PDA. Stirling has showed that strong bisimilarity is decidable for PDA. On the negative side Srba demonstrated that the weak bisimilarity is undecidable for normed PDA. Later Jančar and Srba established the undecidability of the weak bisimilarity for disjoint -pushing PDA and disjoint -popping PDA. In the present paper it is shown that the branching bisimilarity of the normed -pushing PDA is decidable and that the branching bisimilarity of the -pushing PDA remains Σ 1 -complete.
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Dividing Line between Decidable PDA's and Undecidable Ones
Sénizergues has proved that language equivalence is decidable for disjoint ǫ-deterministic PDA. Stirling has showed that strong bisimilarity is decidable for PDA. On the negative side Srba demonstrated that the weak bisimilarity is undecidable for normed PDA. Later Jančar and Srba established the undecidability of the weak bisimilarity for disjoint ǫ-pushing PDA and disjoint ǫ-popping PDA. Thes...
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