The value of coherence in legal reasoning is addressed further in Section 3 of this entry.
For this test, a boundary value of coherence (gamma ^2_B=0.33) is taken.
While in the usual multiple-level atomic system coupled by continuous-wave laser, the maximum value of coherence between two ground states is only 1/6 [53].
And the only limitation of the coherence distribution is limited by the value of coherence |ρ 02| in the first step.
An analytical expression is derived for peak value of coherence function of responses in these directions as a function of ratio of rotation speed to its value at the instability threshold.
A low value of coherence between Φ m and the basis where the signal becomes sparse (Fourier in our case) is desirable in order to ensure mutually independent matrices and therefore better compressive sampling.
Thus, half of the population is transferred from state |0〉 to state |2〉 (left column of Fig. 4b), and the maximum value of coherence between states |0〉 and |2〉 is obtained (left column of Fig. 4c).
From Fig. 3, it can be concluded that using the technique of STIRAP, the maximum coherence among three states |0〉, |2〉, and |3〉 can be realized, with the value of coherence between arbitrary two states being 1/3.
