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Efficient Nonlinear Problem Solving using Casual Commitment and Analogical Replay
Abstract
Complex interactions among conjunctive goals motivate the need for nonlinear planners. Whereas the literature addresses least commitment approaches to the nonlinear planning problem, we advocate a casual-commitment approach that finds viable plans incrementally. In essence, all decision points are open to introspection, reconsideration, and learning. In the presence of background control knowledge - heuristic or definitive - only the most promising parts of the search space are explored to produce a solution plan efficiently. An analogical replay mechanism is presented that uses past problem solving episodes as background control guidance. Search efforts are hence amortized by automatically compiling and reusing past experience by derivational analogy. This paper reports on the full implementation of the casual-commitment nonlinear problem solver of the prodigy architecture. The principles of nonlinear planning are discussed, the algorithms in the implementation are described in some detail, and empirical results are presented that illustrate the search reduction when the nonlinear planner combines casual commitment and analogical replay.
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