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This measure reflects the mean phase coherence of an angular distribution.
Mormann, F., Lehnertz, K., David, P. & E Elger, C. Mean phase coherence as a measure for phase synchronization and its application to the EEG of epilepsy patients.
In this study, we examine the method's principles and utility and compare it to previously described bi-variate correspondence measures such as correlation, coherence, mean phase coherence and spectral comparison methods.
We computed the mean phase coherence, phase locking of activity to the oscillatory current, and the mean inter-neuron ISI for the three types of networks.
As the model supports nonlinear oscillations, we also computed the mean phase coherence (Mormann et al., 2000).
In particular, linear correlation can show negative values for prevalently anti-phase synchronized oscillations while mean phase coherence can show positive ones, reflecting the strength of synchronization.
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Our model output is generally closer (though not equivalent) to a local field potential and therefore means phase coherence is the method of first choice.
At the same time, the intrinsic limits to graphene performance, including mean free paths and phase coherence lengths, saturation velocities and nonequilibrium transport, and light-matter coupling, remain poorly understood.
Overall,[22] uses local phase coherence, mean brightness level, and variance of the HVS frequency response and contrast as additional inputs, together with the earlier mentioned four methods, to various ANN models designed for quality estimation.
Nevertheless, this requires a large-enough electron mobility, so that the characteristic lengths of the system, such as the mean free path or the phase coherence length, become sizeable with respect to the typical dimension of quantum devices.
Similar results were found for all four plots in Fig. 3B and C. For the cells with significant coherence, the circular mean phase of the significant bins was calculated within the animal-specific beta-band frequency ranges given above.
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