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Several different objective functions are studied.
Optimizations for single and triple objective functions are studied.
Some properties of these functions are studied including characterization and distortion theorems.
Other families of Schur-convex functions are studied in [1 7, 20 24, 27].
These functions are studied in order to reorganize the entire layout of the station.
For example, some control functions are studied for linear discrete delay systems in [10, 11].
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In experiments, 50-dimensional versions of benchmark functions were studied.
The asymptotic behavior of the temporal basis functions is studied.
Finally, the relationship between the objective functions is studied.
This class of functions is studied by many authors; for some details, see [4 11].
The set of trajectories generated by all admissible control functions is studied.
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