COVERING PROBLEM
(Redirected from Covering Problem)
In combinatorics and computer science, the 'covering problem' is a type of general question: if a certain structure covers another, or how many structures are required to cover another?
For Petri nets, for example, the covering problem is defined as the question if for a given marking, there exists a run of the net, such that some larger (or equal) marking can be reached. ''Larger'' means here that all components are at least as large as the ones of the given marking and at least one is properly larger.
★ Set cover problem
★ Vertex cover problem
★ Packing problem
In combinatorics and computer science, the 'covering problem' is a type of general question: if a certain structure covers another, or how many structures are required to cover another?
For Petri nets, for example, the covering problem is defined as the question if for a given marking, there exists a run of the net, such that some larger (or equal) marking can be reached. ''Larger'' means here that all components are at least as large as the ones of the given marking and at least one is properly larger.
| Contents |
| See also |
See also
★ Set cover problem
★ Vertex cover problem
★ Packing problem
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