Metatheorems are presented which can be used to (i) establish undecidability results about context-free grammar problems, and (ii) establish lower bounds on certain decidable grammar problems. The main undecidability result is obtained through the simulation of a Turing machine which always halts. This technique promises to be applicable in many situations where conventional techniques for proving undecidability do not succeed
AbstractIn this paper we investigate several decision problems for parallel communicating grammar sy...
A new syntactic characterization of problems complete via Turing re-ductions is presented. General c...
We consider commutative regular and context-free grammars, or, in otherwords, Parikh images of regul...
Metatheorems are presented which can be used to (i) establish undecidability results about context-f...
AbstractA metatheorem will be proved for decision problems which can be represented by pairs of simp...
We consider Parikh images of languages accepted by non-deterministic finite automata and context-fre...
AbstractWe show that, in the case of context-free programmed grammars with appearance checking worki...
We introduce counter synchronized contextfree grammars and investigate their generative power. It tu...
Grammatical Framework (GF) [5] is a grammar for-malism originating from logical frameworks for de-pe...
AbstractWe define context-free grammars with Müller acceptance condition that generate languages of ...
The computational complexity is investigated for Parallel Communicating Grammar Systems (PCGSs) whos...
In this master thesis the hierarchy of automata and related languages is presented. First, the conce...
In this paper we investigate the computational complexity of the inequivalence problems for commutat...
The equivalence problem for nondeterministic e-free generalized machines is known to be undecidable....
We consider the complexity of the equivalence and containment problems for regular expressions and c...
AbstractIn this paper we investigate several decision problems for parallel communicating grammar sy...
A new syntactic characterization of problems complete via Turing re-ductions is presented. General c...
We consider commutative regular and context-free grammars, or, in otherwords, Parikh images of regul...
Metatheorems are presented which can be used to (i) establish undecidability results about context-f...
AbstractA metatheorem will be proved for decision problems which can be represented by pairs of simp...
We consider Parikh images of languages accepted by non-deterministic finite automata and context-fre...
AbstractWe show that, in the case of context-free programmed grammars with appearance checking worki...
We introduce counter synchronized contextfree grammars and investigate their generative power. It tu...
Grammatical Framework (GF) [5] is a grammar for-malism originating from logical frameworks for de-pe...
AbstractWe define context-free grammars with Müller acceptance condition that generate languages of ...
The computational complexity is investigated for Parallel Communicating Grammar Systems (PCGSs) whos...
In this master thesis the hierarchy of automata and related languages is presented. First, the conce...
In this paper we investigate the computational complexity of the inequivalence problems for commutat...
The equivalence problem for nondeterministic e-free generalized machines is known to be undecidable....
We consider the complexity of the equivalence and containment problems for regular expressions and c...
AbstractIn this paper we investigate several decision problems for parallel communicating grammar sy...
A new syntactic characterization of problems complete via Turing re-ductions is presented. General c...
We consider commutative regular and context-free grammars, or, in otherwords, Parikh images of regul...