The time series are not only correlated, they remain in perfect phase for 12 years.
Moreover, coherent numerical processing becomes easy and simple; creating a perfect phase delay of π/2, for example, is trivially produced numerically.
If they are in perfect phase, it is real.
Cross-coherence, or phase locking, values range from 0 (indicating no phase locking) to 1 (indicating perfect phase locking).
For example, having access to perfect phasing allows for the inference of the four ancestral locations (two ancestors for each haplotype) within 557 km of the simulated location where the diploid model for four ancestral locations attains an average of 639 km of its simulated locations.
Perfect phasing produces a phase accuracy of 100%.
To recognize the potentialities of normal or abnormal growth, the concept of the necessity for perfect timing during the various phases of growth of the hip joint must be understood.
In the whole section, we assume (for simplicity reasons) that perfect source phase prerotation [23 25] is implemented in the system, virtually reverting the source → relay channels to the AWGN case.
Zero represents perfect equality, and 1 stands for perfect inequality.
We are looking for perfect.
