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We assume perfect synchronization for both transmission phases.
However, frequency offset is not considered in these papers, which assume perfect synchronization for the OFDM system and so only CIR can be estimated using these methods.
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We find that RBC output synapses can exhibit near-perfect synchronization for small physiological changes in presynaptic voltage such as those encountered near visual threshold.
The perfect synchronization of eye and hand, arm and leg?
There was a perfect synchronization of influenza activity peak across age groups during the pandemic 2009-2010 influenza season.
We found phase differences between all pairs of magnetometer sensors and considered phase locking value (PLV) as a synchronization index, γ n, m = < sin φ n, m t > 2 + < cos φ n, m t > 2, which ranges from 0 for no synchronization to 1 for perfect synchronization [ 31] where φ n, m represents the phase difference between signal n and m.
In the original PSC algorithm, the strength of phase similarity (or "synchronization") between the time courses of two genes g and g' was measured by the mean phase coherence ρ gg ' (see [ 16] for details), which assumed values between 0 for no phase synchronization, and 1 for perfect synchronization.
In contrast, perfect synchronization is often assumed for the simulation of communication systems.
With numerical experiments we demonstrate that such perfect synchronization can be achieved for modified Chua's circuit systems and Genesio chaotic systems.
Analytical derivations and numerical approximations of the SNR and the diversity loss introduced by a fixed and uniform residual CFO, as well as for perfect synchronization, were developed.
We consider the SNR for both training and data fields, i.e., SNR=SNR p =SNR d,F=2,A=0.7,N=100 and N p =16. Simulation results with perfect synchronization are also presented for reference.
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