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It was shown that when the number of receive antennas is large, the ergodic capacity of a SIMO system without any diversity technique can be very well approximated by the capacity of a Rayleigh fading channel.
In addition, it is shown that when the number of receive antennas is large, the ergodic capacity of such a system can be very well approximated by the ergodic capacity of a Rayleigh channel.
(32) For large noise levels (sigma^{2}), the average firing rate (29) has a sigmoidal shape and can be very well approximated with a small value of N (Fig. 7).
Using this property, we showed that the association between mating preferences for BMI and actual partner's BMI can be very well approximated by using mating preferences for stature and body mass, meaning that individuals that have the same BMI but different statures and body masses are not equally preferred.
The fraction (G+C / (A+T) should then be very well approximated by the ratio of the (G+C) to (A+T) counts.
The observed AUC values are very close to 1 and consequently, their distributions and distributions of their differences cannot be very well approximated by normal distributions.
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We show that on mildly non-linear scales (3 10 Mpc Gaussian smoothing), the distribution of the Cartesian coordinates of each of these fields is very well approximated by a Gaussian.
However, this state is very well approximated very quickly.
Numerically, for (varepsilonin[0,0.8]), the relation between the two measures of nonlinearity is very well approximated by the function eta_{{ mathrm{B}} }[{V}]=a+b sqrt{eta_{mathrm{NG}}[{V}]} (8) with (asimeq2.7times10^{-3}) and (bsimeq0.34).
By plotting l and H against λ, Thwaites found that the right hand side of Eq. (22) is very well approximated by: 2[l - lambda left( {2 + H} right)] approx 0.45 - 6lambda (23).
For electron sheet density N = 109cm−2, which is a small electron sheet density, Equations 1 to 3 are very well approximated by the atomic optical Bloch equations; therefore, a Π pulse leads to some inversion in the system in the case that the pulse contains several cycles.
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