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| Continual Optimization | |||
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Examples of Incremental Optimization Applications:Scheduling and Planning Models Business operations plan the allocation of scarce resources so as to maximize capability or minimize cost. Airlines schedule aircraft and personnel to minimize costs; airports allocate gates, runways and taxi ways to maximize on-time flights; delivery companies create shortest routes for their vehicles; call centers schedule their staff to provide adequate coverage at minimal cost. In all of these examples a resource allocation schedule is created in advance for a fixed time period, ranging from a month to a few days. Typically the plan is regenerated some portion of the way through the planning period. This "rolling horizon" planning process has been a main focus of analytic computing for decades. Now, as additional computing power, real-time data, and the ability to instantly communicate changes are becoming widely available, we are seeing increasing interest in the real-time component of scheduling and planning. Real-time planning presents new challenges, both in creating the underlying models and in providing implementations that can be executed in the allowed time. Incremental methods, which update plans rather than re-compute from scratch, are likely to be used for most of the "plan revisions" with full updates done when the solution, or the input data, has significantly deviated from the base case. A near-term application of real-time planning involves recovering, during operation, from disruptions to the plan. Uncertainties in demand prediction as well as unexpected events necessitate schedule recovery actions. Weather disruptions or mechanical problems require airlines to reschedule personnel and aircraft; emergencies may require reallocation of service personnel. Recovery plans must be generated and deployed very quickly. Users cannot wait for several days of processing as is common with planning models. Traditional planning models and algorithms must be dramatically modified for use in operational recovery systems.
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