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The distribution of data was found to largely focus on caving angles and macro deformations; very little empirical data exists on the extent and magnitudes of smaller surface displacements.
Differences between groups were evaluated with a chi-square test (or a Fisher exact test when appropriate) for categorical variables and with the Mann–Whitney test for continuous variables, since a non-normal distribution of data was found both with the Kolmogorov Smirnov test and with normal probability plots.
Similar(58)
As no normal distribution of pepsinogen data was found in some groups of high or low levels of morphological changes, Mann-Whitney U test was performed for the evaluation.
We used the non-parametric Kruskal-Wallis test because the distribution of the data was found to be non-normal.
After log-transformation of right-skewed distributions, the data were found to be approximately normally distributed.
Comparisons of predicted mean property distributions with published experimental data are found to be satisfactory and to lend support to the proposed model.
No data were found to address the distribution of talon cusps among different tooth types in population studies.
Distribution of the data was assessed using the Shapiro Wilk test and all data were found to be normally distributed.
The normality of quantitative RT-PCR and ELISA data was tested, and the data were found to not follow Gaussian distribution.
Because FC data were found to have a non-normal distribution, comparison tests of these data were conducted using the non-parametric Mann–Whitney Test.
The nanoflakes size data were found to follow a log-normal distribution, with higher fraction of large size flakes as compared to a conventional normal distribution.
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CEO of Professional Science Editing for Scientists @ prosciediting.com