Parameterized complexity

Klam value

In the parameterized complexity of algorithms, the klam value of a parameterized algorithm is a number that bounds the parameter values for which the algorithm might reasonably be expected to be practical. An algorithm with a higher klam value can be used for a wider range of parameter values than another algorithm with a lower klam value. The klam value was first defined by Downey and Fellows, and has since been used by other researchers in parameterized complexity both as a way of comparing different algorithms to each other and in order to set goals for future algorithmic improvements. (Wikipedia).

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Related pages

Spanning tree | Treewidth | Graph (discrete mathematics) | Connected dominating set | Vertex (graph theory) | Computable function | Vertex cover | Algorithm | Parameterized complexity