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In [34,35], it has been shown that in a saturated network, the aggregated throughput can be maximized by finding the optimal attempt probabilities.
Equation (9a) is the objective function, which implies that total throughput needs to be maximized by finding an optimal UAV position.
It is known that w t H H D H H D w t can be maximized by finding the maximum eigenvalue of T × T Hermitian matrix H D H H D. Based on this fact, we can choose the transmitting weight vector as w t = Vmax, the unitary eigenvector corresponding to the largest eigenvalue, Ωmax, of the quadrature form H D H H D. The corresponding maximum SNR is given by ( σ c 2 / N 0 ) Ω max.
A particular cost function forces the correlation between u and v to be maximized by finding the optimal values of weights and bias.
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Once the uncertainty model is defined, info-gap robustness is maximized by finding the strategy that allows α to be as large as possible while still achieving a required level of performance regardless of the values of the uncertain parameters within the uncertainty intervals.
This voter's preferences can be maximized, by choosing $A$.
This bottleneck can be reduced by increasing their number, which would be maximized by internalization.
In the first case, the chances of finding new sites are maximized by providing as many individuals of different sexes as possible, each equipped with appropriate guidance mechanisms.
The railroad layout is maximized by a long mirror.
"This is something that's been maximized by misinterpreting the quote.
Since is a monotonically increasing function of for fixed, (24) is maximized by maximizing.
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