Hans L. Bodlaender (auth.), J. van Leeuwen (eds.)3540507280, 9783540507284
Table of contents :
NC-algorithms for graphs with small treewidth….Pages 1-10
Graph-theoretic properties compatible with graph derivations….Pages 11-29
The monadic second-order logic of graphs : Definable sets of finite graphs….Pages 30-53
On systems of equations defining infinite graphs….Pages 54-73
Fault tolerant networks of specified diameter….Pages 74-86
DFS tree construction: Algorithms and characterizations….Pages 87-106
Serializable graphs….Pages 107-121
Transitive closure algorithms for very large databases….Pages 122-147
A graph-based decomposition approach for recursive query processing….Pages 148-165
Construction of deterministic transition graphs from dynamic integrity constraints….Pages 166-179
(Time × space)-efficient implementations of hlerarchical conceptual models….Pages 180-189
Dominance in the presence of obstacles….Pages 190-201
Separating a polyhedron by one translation from a set of obstacles….Pages 202-212
Linear time algorithms for testing approximate congruence in the plane….Pages 213-228
Moving regular k -gons in contact….Pages 229-242
Epsilon-nets for halfplanes….Pages 243-252
Greedy triangulation can be efficiently implemented in the average case….Pages 253-261
A simple systolic method to find all bridges of an undirected graph….Pages 262-267
Colouring perfect planar graphs in parallel….Pages 268-275
An efficient parallel algorithm for the all pairs shortest path problem….Pages 276-287
A parallel algorithm for channel routing….Pages 288-303
Application of graph theory to topology generation for logic gates….Pages 304-316
On the estimate of the size of a directed graph….Pages 317-326
The average size of ordered binary subgraphs….Pages 327-351
O(n 2 ) algorithms for graph planarization….Pages 352-377
Bandwidth and profile minimization….Pages 378-393
On the spanning trees of weighted graphs….Pages 394-405
On paths in search or decision trees which require almost worst-case time….Pages 406-423
A time-optimal parallel algorithm for the computing of Voronoi-diagrams….Pages 424-433
Voronoi diagrams in the moscow metric….Pages 434-441
A sweep algorithm and its implementation: The all-nearest-neighbors problem revisited….Pages 442-457
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