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Graph-Grammars and Their Application to Computer Science
other
Editor(s):
Hartmut Ehrig
,
Manfred Nagl
,
Grzegorz Rozenberg
Publication date
(Print):
1983
Publisher:
Springer-Verlag
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Book
ISBN:
3-540-12310-5
Publication date (Print):
1983
DOI:
10.1007/BFb0000094
SO-VID:
016dbf96-ac98-4f34-b87c-739a8526dab9
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Book chapters
pp. 1
Grammatical inference of graph grammars for syntactic pattern recognition
pp. 8
Graph grammars as a generative tool in image understanding
pp. 20
Graph grammars for distributed systems
pp. 58
Aspects of concurrency in graph grammars
pp. 82
Church-Rosser properties for graph replacement systems with unique splitting
pp. 102
Specification of data bases through rewriting rules
pp. 115
Petri nets and their relation to graph grammars
pp. 130
Attributed graph grammars for graphics
pp. 143
On context-free graph languages generated by edge replacement
pp. 159
Modelling compiler generation by graph grammars
pp. 172
Hypergraph systems generating graph languages
pp. 186
Graph grammars with node-label controlled rewriting and embedding
pp. 206
Parsing of graphs in linear time
pp. 219
Generation of 3-dimensional plant bodies by double wall map and stereomap systems
pp. 232
Chain code picture languages
pp. 245
A graph-relational approach to geographic databases
pp. 255
Graph transductions in the field of automatic translation of natural languages
pp. 267
Software specification by graph grammars
pp. 288
Geometry versus topology in Map grammars
pp. 297
Transformation of structures by convex homomorphisms
pp. 314
Formal specification of software using H-graph semantics
pp. 333
Cellular computers for parallel region-level image processing
pp. 349
Tree-graph grammars for pattern recognition
pp. 369
The isomorphism problem is polynomially solvable for certain graph languages
pp. 380
Space-filling curves and infinite graphs
pp. 392
Two-level expression representation for faster evaluation
pp. 405
Characterization of graph classes by forbidden structures and reductions
pp. 415
On graph rewriting systems (Graph-Grammars)
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