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The problem of controllability and optimal controls for functional differential systems have been extensively studied in many papers [9 23].
We also discuss the existence of optimal controls for semilinear fractional controlled systems.
Next, we will find the optimal controls, namely the controls that optimize our objective function.
In Section 4, we characterize the optimal controls by giving necessary conditions for optimality.
And then we characterize the optimal controls by giving necessary conditions for optimality.
In this section we will characterize the optimal controls by giving necessary conditions for optimality.
In this section, we shall characterize the optimal controls by giving necessary conditions for optimality.
How does one look for suitable optimal controls when the uniqueness of solutions of controlled impulsive equations cannot be obtained?
At iteration 1, when local controllers have no global state information, locally optimal controls results in voltage breaches.
Therefore, we obtain the optimality system which helps describe the behavior of the system with the optimal controls.
Figure 3 Level of the optimal controls.
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