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Static stress changes are calculated using the formula presented by Okada (1992).
Using the formula presented in the Method section, we recovered individual N2pc latency values from the jackknife values and then performed a two-tailed Pearson correlation between the N2pc latency effect and the RT effect.
Estimates of relative risk reduction were based on the average patient using the formula presented by Zhang and Yu [ 22].
The number of regions of diameter D that can fit into the stimulus space was computed using the formula presented in Bushdid et al. (2014).
The 95% confidence interval (CI) for the non-parametric correlation coefficient was calculated using the formula presented by Altmann and Gardner [ 18].
Corrected coverage was calculated using the formula presented in Barrett and Cardon (2006), which adjusts coverage estimates for the total number of polymorphisms in the genome.
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Using the estimates for the effects (β's) of covariates on the outcome obtained with the random effects logistic model, we can choose a standardization procedure and estimate PR using the formulae presented previously relating the values of covariates and their effects to the prevalence ratio.
We used the formula presented in [ 41, 42] to estimate the expected number of patrilines per colony, given the observed number of patrilines and the number of individuals sampled, assuming no skew among patrilines.
An investigator can use the formulae presented in this paper to conduct a sensitivity analysis of their estimates of the diagnostic accuracy of Test 2. For the trial conducted by Lehman et al. [ 5], an example of this sort of sensitivity analysis is given in the immediately preceding paragraph.
The estimated bacterial genomic copy number was calculated according to the genome size of each targeted bacteria (information available in the NCBI database; for Bacillus strains, the previously reported genome size of B. subtilis of 4, 214, 810 bp was used) using the formula previously presented [ 38].
For the sake of the accuracy of the calculation of dQ/dt, the flow rate of the atomized precursor was calculated using the empirical formula presented in the work by Rajan and Pandit [25], which relates the jet droplet size to the physical properties of the liquid precursors and the ultrasonic power.
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