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In practice, a family of these ROC curves are provided for different values of the delay for detection and network lifetimes.
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Results are provided for different values of the temporal correlation α, delay spread set to 2 T c, and two different roll-off factors.
Results are provided for different values of the temporal correlation α, different values of delay spread, and different values of angular spread.
Results are provided for different values of the temporal correlation α, different values for the angular delay spread, and different values for the number of sensors K.
Results are provided for different values of the temporal correlation α, and different configurations of the antenna array, a delay spread of 2 T c, 50 channel vector estimates available, and an angular spread of 5°.
For different values of, the shape of remains the same, and only the position of its peak in the delay-Doppler space changes.
We can also see that in general, the performance of all schemes is degraded for different values of delay spreads; since the larger the delay spread, the larger the degradation incurred.
We obtain the optimal (H_{infty}) performance index γ for different values of delay (d_{2}) and μ.
Asymptotic performance of the compensation algorithm for several values of the fractional delay step-size and for different values of fractional delays for a fixed fractional delay step-size μ=10−5.
Asymptotic performance of the compensation algorithm for several values of the complex gain step-size and for different values of fractional delays for a fixed fractional delay step-size (nu =10^{-6}/sigma _{xb}^{2}).
For different values of (tau_{1}), the allowed maximum time-delay bounds obtained by Corollary 1 are listed in Table 3.
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