Exact(60)
But, best proximity point theorems provide sufficient conditions that assure the existence of approximate solutions which are optimal as well.
This methods remains optimal as long as the number of workers is identical to resources to be assigned.
MI-GRAAL's AS combines GRAAL's greedy seed-and-extend approach with H-GRAAL's optimal AS into a superior AS.
We identified optimal structures in this problem and developed optimal as well as efficient approximation solutions for this problem.
Utility yield becomes optimal as time grows.
Thus, becomes asymptotically energy optimal as delay goes to.
Consequently, the selected sizes of clusters were considered optimal, as larger clusters require more CPU time.
This is the optimal as the microarchitectures execute efficiently with moderate quantities of objects.
In the following result, we show that becomes energy optimal as the delay goes to infinity.
Figure 4 plots the optimal as a function of for different relay power constraints when and.
First of all, we improve the decay rates in Theorem 3.4 to be optimal as follows.
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