Andreas Brandstädt (auth.), Ernst W. Mayr (eds.)3540564020, 9783540564027
Table of contents :
On improved time bounds for permutation graph problems….Pages 1-10
A simple test for interval graphs….Pages 11-16
Tolerance graphs and orders….Pages 17-26
On scheduling problems restricted to interval orders….Pages 27-36
Scheduling with incompatible jobs….Pages 37-49
Generalized coloring for tree-like graphs….Pages 50-59
Optimal (parallel) algorithms for the all-to-all vertices distance problem for certain graph classes….Pages 60-69
Topology of parallel networks and computational complexity (extended abstract)….Pages 70-77
Parallel triangulation of nonconvex polytopes….Pages 78-89
Kayles on special classes of graphs — An application of Sprague-Grundy theory….Pages 90-102
A linear time algorithm for isomorphism of graphs of bounded average genus….Pages 103-113
Improved algorithms for routing on two-dimensional grids….Pages 114-122
Minimum rectilinear steiner trees for intervals on two parallel lines….Pages 123-134
A new characterization of tree medians with applications to distributed algorithms….Pages 135-144
The 3-edge-components and a structural description of all 3-edge-cuts in a graph….Pages 145-157
On assembly of four-connected graphs….Pages 158-169
On the homogeneous decomposition of graphs….Pages 170-183
Embeddings in recursive combinatorial networks….Pages 184-204
On shortcutting digraphs….Pages 205-211
An efficient algorithm to recognize prime undirected graphs….Pages 212-224
On the complexity of partial order properties….Pages 225-235
Probabilistic graph grammars….Pages 236-247
Single vs. double pushout derivations of graphs….Pages 248-262
Hexagonal grid drawings….Pages 263-276
Graph algorithms = iteration + data structures?….Pages 277-292
Petri nets, hypergraphs and conflicts (preliminary version)….Pages 293-309
Analysis and manipulation of Boolean functions in terms of decision graphs….Pages 310-320
The expressiveness of silence: Tight bounds for synchronous communication of information using bits and silence….Pages 321-332
The power and the limitations of local computations on graphs….Pages 333-345
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