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Compute the parameters of fit (m_{i}) for the empirical rank-value distribution (scores).
A natural characteristic of bootstrapping processes, efficiency distribution scores became "smoother" than the original values, as shown in Figure A1 (see Additional file 1).
Finally, we describe the process used to calculate the p-value: 1. Compute the parameters of fit (m_{i}) for the empirical rank-value distribution (scores).
This different classification might be a potential bias for the distribution scores of the subscales.
Initially, appropriate pass scores for the normal group were examined by distribution scores on each item.
Scalability, internal consistency and distribution scores were calculated for each predefined subscale using the Mokken scale analysis.
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The distribution score for each variable was checked using Kolmogorov Smirnov and Shapiro Wilk test.
Additionally, myelin damage was semiquantitatively rated as described before [1], with score 1 depicting homogeneous MBP distribution, score 5 massive myelin loss.
In order to understand if BRMS1-NES fusion protein is dependent on CRM1 export, transfected cells were treated with CRM1 inhibitor, and GFP distribution scored.
Data were analyzed using an unpaired t-test and Wilcoxon distribution score, and results are expressed as mean + SD.
Staining intensity (Intensity Score: IS) and distributions (Distribution Score: DS) inside the tumor cells were scored separately as previously described on [ 3].
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