The GEE models were estimated using a binomial distribution, independent working correlation matrix and a logit link function.
Generalised linear models using a binomial distribution and logit link were used to analyse the stem and foliar pathogen recovery data, which were recorded as binary responses.
The BFR for a constant block size N is calculated using a binomial distribution of uniform errors as: BFR = P error > t = ∑ i = t + 1 N N i BE R i 1 − BER N − i (3).
These models used presence/absence of totara as the dependent variable, and were fitted using a binomial distribution and logit link function that included an exponential spatial covariance error structure.
In[17], the authors derive the mean values of idle and success slots using a binomial distribution and combine them into a single equation for the number of tags.
Therefore, the significance of co-occurrences must be evaluated using a binomial distribution with trial-specific probabilities, i.e. the Poisson-binomial distribution (PBD).
Some SNPs-event pairs (n = 226) perfectly co-occured, while many were more weakly correlated, as seen in Figure 3. Non-correlated SNP-event pairs form a distribution that mirrors a theoretical calculation generated using a binomial distribution.
Quantitative cases (cases where both sexes were present, but there was a significant bias in the numbers of one sex) were also analyzed for statistical significance using a binomial distribution test.
Mosquito survival is determined once per feeding cycle using a binomial distribution with probability S. Infection of a susceptible mosquito during feeding is dependent on at least one male and one female gametocyte being ingested in the bloodmeal.
When assuming a random distribution of microRNAs, the presence of 105 microRNAs in LINE-free regions is highly significant using a binomial distribution (expected number of microRNAs = 62; p<10−62.
Because only ∼10% of phagosomes harboring LLO-loaded liposomes are competent to rupture (as measured by dye release; KD Lee, personal communication), 8% was not statistically significantly different from this 10% expectation, while 2% was statistically significantly different from both the expected (10%) and observed (8%) values (p>.99 by z-test, using a binomial distribution).
