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Parallel communicating grammar systems with terminal transmission

Acta Informatica, 2001
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Parallel communicating grammar systems with communication by signals

1997
We consider PC grammar systems with communication by request, but with the communicated strings defined dynamically, according to certain regular languages associated to system components (like in CCPC grammar systems). The power of such systems is investigated.
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On the Regularity of Languages Generated by Parallel Communicating Grammar Systems

J. Autom. Lang. Comb., 1996
Journal of Automata, Languages and Combinatorics, Volume 1, Number 3, 1996, 181 ...
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Further Remarks on Parallel Communicating Grammar Systems without a Master

J. Autom. Lang. Comb., 2000
Journal of Automata, Languages and Combinatorics, Volume 5, Number 1, 2000, 59 ...
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Limitations of Coverability Trees for Context-Free Parallel Communicating Grammar Systems and Why these Grammar Systems are not Linear Space

Parallel Processing Letters, 2016
Coverability trees offer a finite characterization of all the derivations of a context-free parallel grammar system (CF-PCGS). Their finite nature implies that they necessarily omit some information about these derivations. We demonstrate that the omitted information is most if not all of the time too much, and so coverability trees are not useful as ...
Stefan D. Bruda, Mary Sarah Ruth Wilkin
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Non-centralized parallel communicating grammar systems

Bull. EATCS, 2020
Summary: The main aim of this note is to introduce to the reader a subject which seems to deserve some attention: the parallel communicating grammar systems (defined in \textit{Gh. Pǎun} and \textit{L. Sâuteau} [An. Univ. Bucar., Mat. 38(2), 55-63 (1989)] as a grammatical model of parallel commuting).
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ON CENTRALIZED PARALLEL COMMUNICATING GRAMMAR SYSTEMS WITH CONTEXT-SENSITIVE COMPONENTS

International Journal of Foundations of Computer Science, 2013
Centralized parallel communicating grammar systems with context-sensitive components that work in returning mode can only generate context-sensitive languages. Here we show that, when working in nonreturning mode, these grammar systems generate all languages from the nondeterministic time complexity class NEXT = ∪c ≥ 1 NTIME (2c·n).
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On the syntactic complexity of parallel communicating grammar systems

Kybernetika, 1992
Summary: We compare the complexity of generating a language by a context-free grammar or by a parallel communicating grammar system (PCGS), in the sense of Gruska's measures Var, Prod, Symb. Then we define a specific measure of PCGS, Com, dealing with the number of communication symbols appearing in a derivation.
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On the Number of Components and Clusters of Non-returning Parallel Communicating Grammar Systems

2011
In this paper, we study the size complexity of nonreturning parallel communicating grammar systems. First we consider the problem of determining the minimal number of components necessary to generate all recursively enumerable languages. We present a construction which improves the currently known best bounds of seven (with three predefined clusters ...
Erzsébet Csuhaj-Varjú, György Vaszil
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