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The proposed algorithm uses an optimised crossover operator designed by a complete undirected bipartite graph to find an optimal set of delivery routes satisfying the requirements and giving minimal total cost.
The outcome of the paper is a proposal for applying a systems approach to wind turbine gearbox operation and maintenance, optimising the asset value adding contribution at minimal total cost to the operator.
In the m-Capacitated Peripatetic Salesman Problem (m-CPSP) the aim is to determine m Hamiltonian cycles of minimal total cost on a graph, such that all the edges are traversed less than the value of their capacity.
It is mandatory for this reason to calculate the optimal pump head as well as the corresponding economic pipe diameters, in order the minimal total cost of the irrigation network to be produced.
Then, the proposed model is transformed into a pair of nonlinear programs parameterized by the possibility level α to identify the lower and upper bounds on the minimal total cost per unit time at α and thus construct the membership function.
In this paper, we propose a framework for supply chain network design and redesign that allows for the determination of the optimal levels of capacity and operational product flows associated with supply chain activities of manufacturing, storage, and distribution at minimal total cost and subject to the satisfaction of product demands.
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Nonetheless, many operational managers believe that making decisions with minimal total costs is of crucial importance (Karimi-Nasab and Sabri-Laghaie 2014).
Network dimensioning aims at calculating the optimal number of network elements, which fulfill the requirements summarized by the service drivers in the service area at minimal total costs [34].
Network dimensioning aims at calculating the optimal number of network elements (including nodes and links), which fulfill the capacity and QoS requirements in the service area at minimal total costs.
Their model minimized total cost and travel time and maximized the minimal satisfaction.
On the basis of Zadeh's extension principle, three pairs of mixed integer nonlinear programs (MINLP) parameterized by the possibility level α are formulated to calculate the lower and upper bounds of the minimal expected total cost per unit time at α, through which the membership function of the minimal expected total cost per unit time of the fuzzy objective value is constructed.
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minimal total time
minimal total hop
minimal total holding
minimal total noise
minimal total number
minimal total iTRAQ
minimal total period
minimal total power
minimal total network
minimal total variance
minimal total sample
minimal total mass
minimal total transmission
minimal total distortion
minimal total length
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Justyna Jupowicz-Kozak
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