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An example of such an optimal system is the direct transmission of discrete-time uncoded Gaussian samples over AWGN channels, both with the same bandwidth[3].
In order to optimize all the three variables, it is important to determine an optimal system configuration and operation strategy at early design stages.
System reliability analysis and optimization are important to efficiently utilize available resources and to develop an optimal system design architecture.
In this subsection we present an optimal system of one-dimensional subalgebras for the system (1.1a) and (1.1b) to obtain an optimal system of group-invariant solutions.
By using Ibragimov's method, we have derived an optimal system of one-dimensional subalgebra.
Thus, the presented work implies an optimal system configuration according to each scenario.
Finally, an optimal system configuration according to each scenario is obtained.
In Section 3, an optimal system of one-dimensional subalgebras of the DSWS has been obtained.
Cooperative game theory assists in providing an optimal system utility and provides fairness among users.
To this end, a third experiment was made to find an optimal system design size.
Moreover, there must exist an optimal system load that can achieve the overall best solution.
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