Graph-Theoretic Concepts in Computer Science de Rolf H. Möhring

Graph-Theoretic Concepts in Computer Science

Rolf H. Möhring

en Limba Engleză Paperback – 24 apr 1991

This volume gives the proceedings of WG '90, the 16th in a series of workshops. The aim of the workshop series is to contribute to integration in computer science by applying graph-theoretic concepts. The workshops are unusual in that they combine theoretical aspects with practice and applications. The volume is organized into sections on: - Graph algorithms and complexity, - VLSI layout, - Multiprocessor systems and concurrency, - Computational geometry, - Graphs, languages and databases, - Graph grammars. The volume contains revised versions of nearly all the papers presented at the workshop. Several papers take the form of preliminary reports on ongoing research.

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Cuprins

Optimal parallel algorithms for sparse graphs.- Finding minimally weighted subgraphs.- On the complexity of some coloring games.- A generalized best-first search method in graphs.- Avoiding matrix multiplication.- Induced subraph isomorphism for cographs is NP-complete.- On feedback problems in planar digraphs.- Recognizing binary hamming graphs in O(n 2 log n) time.- Vertex-disjoint trees and boundary single-layer routing.- Bounds on the quality of approximate solutions to the group Steiner problem.- Two polynomial problems in PLA folding.- The VLSI layout problem in various embedding models.- Approximating the minimum net expansion: Near optimal solutions to circuit partitioning problems.- Deterministic message routing in faulty hypercubes.- On complexity of a message-routing strategy for multicomputer systems.- Embeddings of treelike graphs into 2-dimensional meshes.- Diagnosis of t/s-diagnosable systems.- Deciding 1-solvability of distributed task is NP-hard.- Remarks on some concurrency measures.- On the rectilinear art gallery problem algorithmic aspects.- Separation problems and circular arc systems.- Genus of orders and lattices.- Comparing the expressibility of two languages formed using NP-complete graph operators.- Decomposition of linear recursive logic programs.- On the transition graphs of automata and grammars.- Algebraic approach to graph transformation based on single pushout derivations.