Negative Binomial
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About Negative Binomial
Negative binomial distribution is a statistical discrete probability distribution, also known as Pascal or Boliye distribution. It is used for the analysis of counting data and has an integer probability from 0 to infinity. Negative binomial distribution is similar to Bernoulli test, but different from Bernoulli test, it indicates the number of times of success, while negative binomial represents the number of times of failure that occurs at the beginning of the sequence until a given number of successes are achieved; it is different from Poisson distribution whose permissible conditions change beyond the conditional mean. Negative binomial distribution is a process.
Negative binomial distribution formula:
Negative binomial distribution P (X = r) = n-1Cr-1p R (1-p) N-R
Here the combination of n-1Cr-1 = ((n-1)!/ ((n-1) - (r-1)!) / (r-1)!
Negative binomial distribution formula:
Negative binomial distribution P (X = r) = n-1Cr-1p R (1-p) N-R
Here the combination of n-1Cr-1 = ((n-1)!/ ((n-1) - (r-1)!) / (r-1)!
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最新版本1.0更新日誌
Last updated on 2019年03月02日
Version History
1.0
2019年03月03日
Negative Binomial FAQ
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