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The time cost tradeoff problem is one of the most important and applicable problems in project scheduling area.
They include some widely applicable problems as special cases, such as mathematical programming problems, system of nonlinear equations, and nonlinear complementarity problems, and so forth.
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This process often starts with some generic or broadly applicable problem solving method (e.g., metaheuristics, backtracking search), a new algorithmic idea or even an algorithm suggested by theoretical considerations.
Explicit, formal representations attempt to capture general truth and generally applicable problem solving strategies, but become too abstract in nature.
Consequently, the development process was iterative: as another generally applicable problem was identified the reviewers added a new question item to the draft questionnaire.
The method is directly applicable to problems in polar systems.
These results are applicable to problems that fall within the scope of this study.
The developed methods were directly applicable to problems in polar coordinates.
The results are applicable to problems of structureborne noise control in buildings.
Representative simulations show that the methodology is applicable to problems of engineering interest.
Usually GA are applicable to problems where little information is available but they are not particularly suitable for local searches.
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