KnowraNegative binomial distributionLinked fromLinked fromThe 8 pages that link to Negative binomial distribution, each with the reason it gives.All 8Related 3Compared with 5Binomial distributionCompared with: It fixes the target successes and lets the number of trials vary.Poisson distributionCompared with: It can accommodate overdispersion that the Poisson distribution cannot.Geometric distributionCompared with: It generalizes geometric waiting by allowing more than one success to be required.Bernoulli trialRelated: It extends the Bernoulli-trial waiting-time idea from one success to several.Poisson limit theoremCompared with: It provides an alternative count model when variation exceeds the Poisson model's mean-equals-variance constraint.Hockey-stick identityRelated: Its probability formulas contain binomial-coefficient sums that can be reorganized with related identities.Law of total expectationRelated: Its mean can be derived by decomposing the count into waiting times between successes.Lotka's lawCompared with: It can model uneven publication counts without requiring Lotka's fixed inverse-square exponent.