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Figure 9b shows the optimum biasing ratio as a function of ηOSNR for DCO-OFDM.
Figure 9a shows the optimal clipping ratio as a function of ηOSNR for DCO-OFDM.
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(d) Steady-state growth rate as a function of αf for different values of KDf.
Therefore, the achievable data rate, as a function of clipping ratio γ, ς, ηOSNR, and ηDSNR, is given by R γ, ς, η OSNR, η DSNR = 1 2 N ∑ k ∈ K d log 2 1 + SNDR k bits subcarrier.
The probability of acceptance increased as a function of the magnitude of benefits for the other and decreased as a function of the magnitude of costs to oneself.
(b) Recognition rate as a function of the number of presented images for different noise levels.
enhancer promoter distance as a function of the length of the trajectories used for r.m.s.
We can obtain the optimum clipping ratio and biasing ratio for given ηOSNR, ηDSNR by = argmax R | η OSNR, η DSNR (84). Figure 7 Achievable data rate as a function of the clipping ratio and the biasing ratio for DCO-OFDM with η OSNR = 20 dB, η DSNR = 32 dB, and AWGN channel.
But the Institute for Justice saw the seizure as a function of law enforcement's reliance on civil forfeiture for revenue.
Themes were checked for differences as a function of group.
The probability for dark matter annihilation as a function of the mass of dark matter particles.
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