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We used paired t-tests to assess whether the mean difference between the two groups was statistically different from zero.
The results indicate a significant mean difference between the two groups.
Table 6 summarizes the TE mean difference between the two groups after correcting for bias from both observable and non-observable heterogeneities.
Based on the results of the pilot study, the estimated mean difference between the two groups was 4°, with a common standard deviation of 3.5°.
It is the standardized mean difference between the two groups.
The mean difference between the two groups was 0.6 (95% confidence interval = 0.18 to 1.03).
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Third, latent mean differences between the two groups were tested.
This is expressed in Fig. 2 where the mean differences between the two groups are shown.
However, the mean difference between the other two groups did not reach statistical significance.
The LS mean change difference between the two groups was 1.02 kg (95% CI, 0.456 1.581).
The mean HDRS score showed a highly significant difference between the two groups (p < .001).001
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mean difference between the two genotypes
mean age between the two groups
mean difference between the two applications
mean difference between the two slopes
mean difference between the two axes
mean difference between the two readings
mean difference between the two observations
mean difference between the two methods
mean difference between the two observers
mean difference between the two compartments
mean difference between the two phases
mean score between the two groups
mean difference between the two arms
mean difference between the two measurements
mean response between the two groups
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Justyna Jupowicz-Kozak
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