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Backtracking - Explanation |  | Backtracking - Explanation: Encyclopedia II - Backtracking - Explanation |  | Constraint satisfaction problems are problems with a complete solution, where the order of elements does not matter. The problems consist of a set of variables each of which must be assigned a value, subject to the particular constraints of the problem. Backtracking attempts to try all the combinations in order to obtain a solution. Its strength is that many implementations avoid trying many partial combinations, thus speeding up the running-time.
Backtracking ...
See also:Backtracking, Backtracking - Explanation, Backtracking - Implementation, Backtracking - Heuristics, Backtracking - Applications |  | | Backtracking, Backtracking - Applications, Backtracking - Explanation, Backtracking - Heuristics, Backtracking - Implementation |  | |
|  |  | Backtracking: Encyclopedia II - Backtracking - Explanation
Backtracking - Explanation
Constraint satisfaction problems are problems with a complete solution, where the order of elements does not matter. The problems consist of a set of variables each of which must be assigned a value, subject to the particular constraints of the problem. Backtracking attempts to try all the combinations in order to obtain a solution. Its strength is that many implementations avoid trying many partial combinations, thus speeding up the running-time.
Backtracking is closely related to combinatorial search.
Other related archivesActor model, Artificial Intelligence, D. H. Lehmer, Operations research, Planner, Prolog, combinatorial search, constraint programming, constraint satisfaction problems, depth first search, depth-first search, heuristic, parsing, programming languages, recursive, running-time, search tree
 Adapted from the Wikipedia article "Explanation", under the G.N U Free Docmentation License. Please also see http://en.wikipedia.org/wiki |
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