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It is found that the LPW approximation works well only for mode propagation parallel or nearly parallel to the direction of flow.
Since this project deals with waypoints that are no more than a couple kilometers apart, and there are very few, if any, people running near the poles, the equirectangular projection approximation works well.
Comparing to the Gaussian BER approximation results of[13], we observe that the Gaussian approximation works well, especially for small constellation sizes.
As a conclusion, we can safely assume that our approximation works well in a regime for strong input drives Ω / γ > 5 and low nonlinearities U / γ < 0.2 for arbitrary values of the tunneling rate.
Comparisons with measured extinction coefficients reveal that the approximation works well with water-based nanofluids containing graphite nanoparticles but less well with metallic nanoparticles and/or oil-based fluids.
Their weak scattering approximation works well only when the electron density fluctuations are not very high, about few tens of percent, and cannot represent cases of very high scintillation activity, which are responsible for loss of signal lock and consequent degradation of GPS positioning and navigation operations (Forte and Radicella, [2004]).
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The simulations based on the real study illustrate that the bias approximations work well in practice.
Also, we observe that the high SNR approximations work well even at moderate high SNR regime, and the diversity order of the system is determined by the minimum of m1 and m2. Figure 1 Outage probability of interference-limited dual-hop AF systems in Nakagami - m fading channels when ρ 1 = ρ 2 : exact versus high SNR approximation.
Although such approximations worked well even with limited number of patients [ 11], it does not take into account BLD data and hence could underestimate the standard error when a large proportion of data are BLD.
Some limited simulation studies indicate that this 'approximation' works well.
The approximation, which works well when there are many children, is necessary because the spherical cap area is not computable without the parental radius R. We draw leaf nodes as tetrahedra of a fixed hyperbolic size; therefore, we trivially know the value of the radius of child hemispheres at the leaves.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com