Scheduling problems typically involve assigning resources to tasks under various constraints (e.g., capacity, deadlines, availability). A constrained optimization formulation (often via Linear or Integer Programming methods) is generally the best fit for such problems, allowing you to incorporate these constraints explicitly and find an optimal or near-optimal schedule.
Therefore, the correct choice is:
B. Constrained optimization.
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SuntzuLegacy
1 month, 1 week ago