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graph colouring

   Also found in: Wikipedia 0.01 sec.
(application)graph colouring - A constraint-satisfaction problem often used as a test case in research, which also turns out to be equivalent to certain real-world problems (e.g. register allocation). Given a connected graph and a fixed number of colours, the problem is to assign a colour to each node, subject to the constraint that any two connected nodes cannot be assigned the same colour. This is an example of an NP-complete problem.

See also four colour map theorem.


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ACO methods have been successfully applied to diverse combinatorial optimisation problems including travelling salesman [13], [14], quadratic assignment [15], [16], vehicle routing [17], [18], [19], telecommunication networks [20], graph colouring [21], constraint satisfaction [22], Hamiltonian graphs [23], and scheduling [24], [25], [26].
 
 
 
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