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The objective functions consist of maximizing the revenue and of minimizing the maximal distance between each pair of interconnected nodes, as well as the maximal number of arcs between the root and each node.
Thus, the main objective is minimizing the maximal consumption which may decrease investments in the system and will also lead to maximum self consumption of the generated electricity by the biogas CHP.
Therefore, this paper attempts to solve the automatic test task scheduling problem (TTSP) with the objectives of minimizing the maximal test completion time (makespan) and the mean workload of the instruments.
Whereas the first exposure fitness function assesses the median field values, the second one, f 4, also represents the spatial homogeneity (i.e., absence of large spatial variations) of the field strengths, by minimizing the maximal (95th percentiles) field values instead of the median field values in f 3: f_{4}=100frac{E^{text{ESL}}_{95}}{E^{text{ESL}}_{text{95max}}}, (9).
Apparently, the Minimum-Delay POIs Coverage problem can be transformed to the problem of minimizing the maximal trajectory of mobile sensors: given k mobile sensors, find a set of k trajectories to pass all POIs such that the maximum length among all k trajectories is minimized.
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On a finite set of measured data, an optimality criterion that minimizes the maximal estimation error between the data and the proposed fuzzy model output is used.
The p-hub center location problem aims to locate p hubs and allocate other nodes to these hub nodes in order to minimize the maximal travel time.
The objective is to minimize the maximal excess of temperature of the whole system, i.e. the hot spots, independent of where they are located.
The goal is to locate certain number of PSFUs in the given network in order to minimize the maximal load of established emergency units.
In [12], the authors suggested two centralized algorithms to minimize the maximal power used per node while maintaining the connectivity of the network.
In the first distributed beamforming approach, we minimize the maximal total relay transmit power in the set subject to the constraint of receive QoS.
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Since I tried Ludwig back in 2017, I have been constantly using it in both editing and translation. Ever since, I suggest it to my translators at ProSciEditing.

Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com