It is shown that if G is a deterministic ETOL system, there is a nondeterministic log space algorithm to determine membership in L(G). Consequently, every deterministic ETOL language is recognizable in polynomial time. As a corollary, all context-free languages of finite index, and all Indian parallel languages are recognizable within the same bounds
AbstractTranslational lemmas are stated in a general framework and then applied to specific complexi...
International audienceWe present an algebraic view on logic programming, related to proof theory and...
AbstractNew insight into the 1965 conjecture of Lewis et al., that some Context-Free Languages (CFLs...
It is shown that if G is a deterministic ETOL system, there is a nondeterministic log space algorith...
It is shown that if G is a deterministic ETOL system, there is a nondeterministic log space algorit...
A condition on a class of languages is developed. This condition is such that every tally language i...
Savitch showed in 1970 that nondeterministic logspace (NL) is contained in deterministic O(log^2(n))...
AbstractLog space reducibility allows a meaningful study of complexity and completeness for the clas...
An intriguing question is whether (log n)2 space is enough to recognize the class of languages reco...
AbstractThis paper provides a method of “decomposing” a subclass of ET0L languages into deterministi...
AbstractWe present a simple parallel algorithm recognizing unambiguous context-free languages on a C...
An intriguing question is whether (log n) ~ space is enough to recognize the class 9 ~ of languages...
AbstractWe prove that every unambiguous context-free language can be recognized in O(log n) time on ...
The closure of deterministic context-free languages under logarithmic-space many-one reductions ($\m...
AbstractIt is shown that the problem whether an effectively given deterministic ω-context-free langu...
AbstractTranslational lemmas are stated in a general framework and then applied to specific complexi...
International audienceWe present an algebraic view on logic programming, related to proof theory and...
AbstractNew insight into the 1965 conjecture of Lewis et al., that some Context-Free Languages (CFLs...
It is shown that if G is a deterministic ETOL system, there is a nondeterministic log space algorith...
It is shown that if G is a deterministic ETOL system, there is a nondeterministic log space algorit...
A condition on a class of languages is developed. This condition is such that every tally language i...
Savitch showed in 1970 that nondeterministic logspace (NL) is contained in deterministic O(log^2(n))...
AbstractLog space reducibility allows a meaningful study of complexity and completeness for the clas...
An intriguing question is whether (log n)2 space is enough to recognize the class of languages reco...
AbstractThis paper provides a method of “decomposing” a subclass of ET0L languages into deterministi...
AbstractWe present a simple parallel algorithm recognizing unambiguous context-free languages on a C...
An intriguing question is whether (log n) ~ space is enough to recognize the class 9 ~ of languages...
AbstractWe prove that every unambiguous context-free language can be recognized in O(log n) time on ...
The closure of deterministic context-free languages under logarithmic-space many-one reductions ($\m...
AbstractIt is shown that the problem whether an effectively given deterministic ω-context-free langu...
AbstractTranslational lemmas are stated in a general framework and then applied to specific complexi...
International audienceWe present an algebraic view on logic programming, related to proof theory and...
AbstractNew insight into the 1965 conjecture of Lewis et al., that some Context-Free Languages (CFLs...