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The FNN analysis had a high accuracy of 77.4% compared with the baseline of 63.7% calculated by the null method that estimates all subjects to be case subjects or healthy control subjects.
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Our logistic prediction model was capable of predicting recurrent shock when compared to the null method (P < 0.05) and was not outperformed by other prediction models.
We propose an efficient algorithm for obtaining a numerical solution of scattering problems by the null-field method.
The applicability of the discrete sources method and the null-field method with discrete sources to electromagnetic scattering by large axisymmetric particles with extreme geometries is analyzed.
Moreover, by the null-space intersections control reallocation method, the thrust forces of service spacecraft can be redistributed and satisfy some constraints.
In addition, false-positive discovery of drug-responsive proteins arising from both technical and biological variability was evaluated and controlled by estimating the null distribution using an experimental method.
We used our algorithm to investigate whether the null hypothesis used by the standard method was appropriate by comparing the hypergeometric distribution with an empirical distribution for the number of predicted target genes belonging to a GO term for randomly sampled miRNAs.
Combining these probabilities by Fisher's method, the null hypothesis that the transgene does not affect the woodrat phenotype is rejected (χ on 4 df = 38.8; P < 0.0001).
Significance was estimated by computing H0 (the null hypothesis) probability using the Monte Carlo method (999 replicates).
It is lastly interesting to note that the covariance matrices generated by the method of [16] satisfy null space constraints for their effective channels.
Null placement to six elements of array antenna is simulated by the method, and some parameters of CE method are analyzed.
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