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The more stringent criterion of 76.7% correct decisions (corresponding to p<0.01, binomial test) was reached on day 2 (control mice), day 6 (Tau mice), and day 4 (Swede mice), respectively.
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Binomial test was employed to test significance of AI between the two alleles in the hybrid.
A binomial test was used to check this assumption.
The exact binomial test was used to compare US state-level application use to the mean.
To test for significance in these cases, a binomial test was again employed.
It is well known that the standard single-stage binomial test is uniformly most powerful to detect an increase or decrease in a binomial proportion.
Repeated measures ANOVAs or a sign test (two-tailed binomial test) were used for statistics.
The binomial test is based on the binomial distribution, while the Wilcoxon signed-rank test does not assume anything about the shape of the distribution.
Binomial tests were used to determine whether the proportion of females that preferred males of the same lineage rather than the divergent lineage reached statistical significance.
T test, Chi-square, and binomial tests were used for assessment of the data.
One-tailed binomial tests were performed to test the significance of the aphids' choices for nymph deposition [43].
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