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The result of our pre-positioning method is computed in less than 0.3 s CPU time for various examples on current PCs and designed to converge efficiently in the simulation step afterwards.
First, the mean square error (MSE) bound on the proposed method is computed.
The performance for each method is computed using 104 length-100 sequences transmitted over a 10-tap channel with three active taps.
The performance for each method is computed using a length-10 training sequence for a 10-tap channel with three active taps.
Voxel method is computed using the equation: V_{text{xel}} = f times eta, (9 where ( V_{text{xel}} ) is pore volume, f is the frequency and η is the voxel size, while the OBB method is computed using marching cube algorithm presented in "Statistical tools for the analysis of pore geometry" section.
Corollary 2.4 Absolute error of the modified Ishikawa iteration method is computed taking different values of λ and γ ( x = 0.2, x = 0.4 and x = 0.6 ), which is not more effective than Picard, Runge-Kutta and Euler iteration methods.
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The usual aggregation method is computing the average score; such aggregates are conveniently distributed normally around the true value, according to the central limit theorem.
The first step in the method is computing a correlation or association statistic D i for each SNP V i, i = 1,...., n.
Mean ratios and the dispersion of approximate to exact maximum inelastic displacements for each method are computed as functions of periods of vibration and strength ratios.
For [18F]FDG avid tumors (SUVmax ≥ 5), the SUVmax, SUVpeak, and SUV41% (isocontour threshold method) were computed.
The y-parallax for each method was computed for each test data set by sub-pixel stereo matching, and the results are shown in Table 5.
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