Titlebook: Computational Graph Theory; G. Tinhofer,E. Mayr,M. M. Syslo Book 1990 Springer-Verlag/Wien 1990 Layout.algorithms.calculus.computational g

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0344-8029 for structural relations, graphs have turned out to provide the most appropriate tool for setting up the mathematical model. This is certainly one of the reasons for the rapid expansion in graph theory during the last decades. Furthermore, in recent years it also became clear that the two disciplin

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Stochastic Modeling in Economics and Financeiner trees and forests. Also typical methods and techniques useful for computational problems on planar graphs are discussed. Furthermore open questions on planar graphs are mentioned..AMS Subject Classification: 05.

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Kazimierz Sobczyk,David J. Kirknerng problem for comparability graphs, and the maximum matching problem for co-comparability graphs. The transitive orientation algorithm can also be used to identify permutation graphs, another important subclass of perfect graphs...: 68C15, 68E10, 68Q10.

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https://doi.org/10.1007/978-94-009-4828-0ion among these problems and their common algebraic foundation..We survey algorithms for solving them: vertex elimination algorithms such as Gauß-Jordan elimination; and iterative algorithms such as the “classical” Jacobi and Gauß-Seidel iteration....: 68–01, (68E10, 68R10, 68Q, 05C, 65-01, 65F05, 65F10, 16A78, 90C35, 90C50).

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Stochastic Modelling and Filteringsider three NP-Complete problems; the Hamilton cycle problem, the graph bisection problem and graph colouring. In addition we consider the graph isomorphism problem whose exact complexity is still undetermined....: 68Q25, 05C8O.

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