Graph-Grammars and Their Application to Computer Science
3rd International Workshop, Warrenton, Virginia, USA, December 2-6, 1986
Published on 17. December 1987
Book
Paperback/Softback
X, 622 pages
978-3-540-18771-4 (ISBN)
Description
The generic term "graph-grammars" refers to a variety of methods for specifying (possibly infinite) sets of graphs or sets of maps. The area of graph-grammars originated in the late 60s motivated by considerations concerning pattern recognition - since then the list of areas which have interacted with the development of graph-grammars has grown quite impressively. It includes pattern recognition, software specification and development, VLSI layout schemes, data bases, lambda-calculus, analysis of concurrent systems, massively parallel computer architectures, incremental compilers, computer animation, complexity theory, developmental biology, music composition, representation of physical solids, and many others. This volume is based on the contributions presented at the third international workshop on graph-grammars and their applications, held in Warrenton, Virginia, USA in December 1986. Aiming at the best possible representation of the field not all of the papers presented at the meeting appear in this volume and some of the papers from this volume were not presented at the workshop. The volume consists of two parts: Part I presents tutorial introductions to a number of basic graph and map rewriting mechanisms. Part II contains technical contributions. This collection of papers provides the reader with an up-to-date overview of current trends in graph-grammars.
More details
Series
Edition
1987 ed.
Language
English
Place of publication
Berlin
Germany
Publishing group
Springer Berlin
Target group
Professional and scholarly
Research
Illustrations
X, 622 p.
Dimensions
Height: 235 mm
Width: 155 mm
Thickness: 34 mm
Weight
931 gr
ISBN-13
978-3-540-18771-4 (9783540187714)
DOI
10.1007/3-540-18771-5
Schweitzer Classification
Content
Tutorial introduction to the algebraic approach of graph grammars.- May we introduce to you: Hyperedge replacement.- An introduction to parallel map generating systems.- Set theoretic approaches to graph grammars.- An introduction to the NLC way of rewriting graphs.- Array grammars.- Graph grammar based specification of interconnection structures for massively parallel computation.- Towards distributed graph grammars.- On partially ordered graph grammars.- A representation of graphs by algebraic expressions and its use for graph rewriting systems.- On context-free sets of graphs and their monadic second-order theory.- Restricting the complexity of regular DNLC languages.- Apex graph grammars.- Graph grammar engineering: A software specification method.- A linguistic formalism for engineering solid modeling.- Graph grammars and diagram editing.- Graphics and their grammars.- On network algebras and recursive equations.- Ada-concurrency specified by graph grammars.- Basic notions of actor grammars.- Embedding rule independent theory of graph grammars.- Supporting the software development process with attributed NLC graph grammars.- Practical applications of precedence graph grammars.- Is parallelism already concurrency? Part 1: Derivations in graph grammars.- Is parallelism already concurrency? Part 2: Non-sequential processes in graph grammars.- Map OL-systems with edge label control: Comparison of marker and cyclic systems.- From 0L and 1L map systems to indeterminate and determinate growth in plant morphogenesis.- Fundamentals of edge-label controlled graph grammars.- Parallelism analysis in rule-based systems using graph grammars.- An efficient algorithm for the solution of hierarchical networks of constraints.- A software development environment based on graph technology.- Map 0L systems with markers.- Graph rewriting with unification and composition.- Complexity of pattern generation via planar parallel binary fission/fusion grammars.- Applications of L-systems to computer imagery.- Advances in array languages.- Rosenfeld's cycle grammars and kolam.- Application of graph grammars in music composing systems.- Boundary NLC and partition controlled graph grammars.