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The above binomial theorem was used to calculate the probabilities of zero or one female mating simultaneously, and this value was then subtracted from one to give the probability of two or more females mating simultaneously [10].
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The theorem is used this way.
A binomial model was used for the probability of encountering terns, and a negative binomial was used for the number of terns if encountered.
The beta binomial model was used to account for over-dispersion.
Negative binomial distribution was used for curve fitting.
Negative binomial regression was used to determine the factors associated with acute respiratory episodes.
A zero-inflated negative binomial model was used as the estimation method.
A binomial test was used to check this assumption.
A binomial distribution was used.
A negative binomial error structure was used.
Log-binomial regression was used to calculate crude and adjusted prevalence ratios.
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