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The objective function (1) minimizes the total distance traveled in a tour.
In the above formulation, the objective function of Eq. (1) minimizes the total traveling time.
Equation (1) minimizes the total transportation cost and the cost of deviation from customer satisfaction time windows.
Thus, the objective function (1) minimizes the difference between the desired and offered number of APs, for all grids in the reference DB map.
AID incorporates the power of the general linear model and A-optimal criteria with an iterative process that: 1) minimizes the required amount of a priori knowledge, 2) simplifies the experimental design, and 3) quantifies both individual and interactive effects.
The objective function (1) minimizes the expected overtime costs as well as elective cases related costs (waiting time costs, hospitalization costs, C-ARM performance cost, etc).. Constraints (2) estimate the expected overtime O t in each period.
Similar(45)
1) Minimize generating cost.
Objective Function 1 (O.F)1 Minimizing fuel consumption in compressors.
Of the various critical factors, we consider the following three: (1) minimizing the congestion; (2) minimizing the vehicle utilization; and (3) maximizing the throughput.
Optimizations were made to (1) minimize trailing edge noise, (2) maximize efficiency, and (3) minimize the rotational speed of the rotor.
Objective function (1) minimizing the distance between the facility and customers.
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