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Besides, the greater is β, the better is the maximal spectral efficiency of the system.

We derive closed-form expressions of the maximal spectral efficiency over Rayleigh, Rician, Nakagami-m, and Weibull multipath fading channel under flat fading conditions.

Taking the abovementioned design criteria into consideration, the ultimate goal of pulse design is to have short pulses with maximal spectral efficiency, optimal time-frequency localization, minimized interference, and best SINR performance for arbitrary channels.

In other ways, Figure7a shows the effect of Nakagami fading parameter m on the maximal spectral efficiency for the given value of L. The greater is m, the better is the spectral efficiency and approaches to the AWGN one.

For maximal spectral efficiency and throughputs, it is beneficial for the D2D links to reuse the cellular UL and DL resources in case the interference can be kept at a tolerable level [26].

we obtain the exact expression of the normalized average capacity (maximal spectral efficiency): C W = L γ ̄ L ln ( 2 ) ( L − 1 ) ! G 2, 3 3, 1 L γ ̄ − L, 1 − L 0, − L, − L (13).

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With non-zero circuit powers in all the transmit, receive and idle modes, there exists a non-zero optimal spectral efficiency that maximizes the maximal energy efficiency.

This maximizes the sum rate as well as spectral efficiency.

Figure 2 Network spectral efficiency as a function of the maximum backhaul spectral efficiency and N = 6.

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