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Searching Cliques in Graphs ab 93.9 € als Taschenbuch: . Aus dem Bereich: Bücher, English, International, Gebundene Ausgaben,

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There is a large number of problems from various walks of real life and mathematics itself that can be expressed in terms of the existence of a clique in a suitably constructed finite simple graph. This text is devoted to describe and illustrate algorithms that are parts of typical clique search algorithms. In order to develop a firm grip on these procedures and to have a clear understanding of the underlying concepts one has to be able to handle at least small size of examples confidently. The text addresses this issue as well.

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High Quality Content by WIKIPEDIA articles! In computational complexity theory and computability theory, a search problem is a type of computational problem represented by a binary relation. Intuitively, the problem consists in finding a structure y into an object x. An algorithm is said to solve the problem if it behaves in the following way : if at least one corresponding structure exists, then one occurrence of this structure is outputted, otherwise, the algorithm stops with an appropriate output ("Item not found" or any message of the like). For instance, such problems occurs very frequently in graph theory, where searching graphs for structures such as particular matching, cliques, independent set, etc. are subjects of interest.

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