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Koulamas and Kyparisis [3] proposed this type of an assembly line problem with the objective of minimizing the makespan.
An optimization problem with the objective of fundamental eigenfrequency, the main effective factor in dynamic response, is constructed.
We study the single machine scheduling problem with the objective of minimizing the weighted sum of completion times.
The design task is formulated as an optimization problem with the objective of maximizing the IL separation performance.
In this paper, we focus on the job shop scheduling problem with the objective of minimizing total weighted tardiness.
We formulate the assignments of tasks to servers as an integer-programming problem with the objective of minimizing the energy consumed by the servers of the data center.
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For the problems with the objective of minimizing makespan, the algorithm CDABC obtains 26 new upper bounds of the 40 instances, and for the problems with the objective of maximum lateness, CDABC obtains 137 new upper bounds of the 160 instances.
For the problems with the objective of minimizing makespan, the algorithm ODDE obtains 24 new upper bounds of the 40 instances, and for the problems with the objective of maximum lateness, ODDE obtains 137 new upper bounds of the 160 instances.
Evaluating the chances and optimizing the process of FT might be easier, if all recipients were included in standardized follow-up protocols, making it possible to compare the results and to work out unsolved problems with the objective of improving knowledge.
In this paper, we consider a permutation flow shop (PFS) scheduling problem with the objectives of minimizing the total carbon emissions and the makespan.
A more sophisticated simulation model is then employed for a three-objective optimization problem with the objectives of energy performance at both low and high discharge rates and mass performance.
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