Results 201 to 210 of about 29,070 (246)
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1987
Apex graph grammars are NLC-like graph grammars with the restriction that embedding edges are established between terminal nodes only. Some basic theoretical properties of these grammars are investigated.
Joost Engelfriet +2 more
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Apex graph grammars are NLC-like graph grammars with the restriction that embedding edges are established between terminal nodes only. Some basic theoretical properties of these grammars are investigated.
Joost Engelfriet +2 more
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1995
The classical double pushout approach to the algebraic theory of graph grammars is extended to multilevel graph representations, where parts of graphs are not visible and the information can be restored via the explicit application of productions. The notions of applicability and derivation are investigated and the compatibility of the representations ...
Francesco Parisi-Presicce +1 more
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The classical double pushout approach to the algebraic theory of graph grammars is extended to multilevel graph representations, where parts of graphs are not visible and the information can be restored via the explicit application of productions. The notions of applicability and derivation are investigated and the compatibility of the representations ...
Francesco Parisi-Presicce +1 more
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Transformations of graph grammars
1996The notion of multilevel graph representations, where parts of graphs are not visible and the information can be restored via the explicit application of productions, and the corresponding extension of the classical double pushout approach is generalized to the algebraic theory of graph grammars and to the rewriting of these grammars, at the global ...
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2005
Let [enum], [exp-i] and [pr-i] denote the class of recursively enumerable, typ-i expression and typ-i programmed graph languages respectively. The following hierarchy is known from [5]:
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Let [enum], [exp-i] and [pr-i] denote the class of recursively enumerable, typ-i expression and typ-i programmed graph languages respectively. The following hierarchy is known from [5]:
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On the relation of graph grammars and graph automata
13th Annual Symposium on Switching and Automata Theory (swat 1972), 1972It is shown that a strong relationship exists between sets of graphs defined by graph (walking) automata with markers available and sets defined by graph grammars. Polynomial recognition algorithms are presented for certain classes of sets and it is argued that the existence of polynomial algorithms for other classes is doubtful.
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Drawing graphs with attribute graph grammars
1996We address the problem of automatically generating layouts for graphs using graph grammars.
Gaby Zinßmeister, Carolyn McCreary
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Graph grammars and logic programming
2005In this paper we investigate the relationship between the algebraic definition of graph grammars and logic programming. In particular, we show that the operational semantics of any logic program can be faithfully simulated by a particular context-free hypergraph grammar.
CORRADINI, ANDREA +4 more
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Parallel Communicating Graph Grammar
2011 Sixth International Conference on Bio-Inspired Computing: Theories and Applications, 2011In a Parallel Communicating Grammar System the components of a grammar system can also work in parallel (each having its own rewriting form) and communicate to each other in some way(sending the currently generated resultant graph to other components). In this paper we define parallel communicating edNCE graph grammar and parallel communicating ETPL(k)
S. Jeya Bharathi +2 more
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Integration of Graph Constraints into Graph Grammars
2018We investigate the integration of graph constraints into graph grammars and consider the filter problem: Given a graph grammar and a graph constraint, does there exist a “goal-oriented” grammar that generates all graphs of the original graph language satisfying the constraint.
Annegret Habel +2 more
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On the complexity of graph grammars
Acta Cybern., 2020\textit{D. Janssens} and \textit{G. Rozenberg} [J. Comput. Syst. Sci. 22, 144- 177 (1981; Zbl 0466.68067)] define node label controlled (NLC) graph grammars and show that their parsing is as hard as the membership problem for context-sensitive languages.
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