Bernoulli distribution


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Related to Bernoulli distribution: binomial distribution, Bernoulli Principle

Bernoulli distribution

[ber‚nü·lē dis·trə′byü·shən]
(statistics)
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First, suppose that rather than a Bernoulli distribution, [pi] is the distribution of a bi-infinite Markov chain with memory m, given by the transition probabilities P(au, ub) for every a, b [member of] S and u [member of] [S.
A question having 'm' multiple choices when awarded marks either 0 or 1, implies that the marks is a random variable 'X' which has a Bernoulli distribution i.
Raghavan and Upfal [1999] considered the model in which n users generate messages according to a Bernoulli distribution with total generation rate up to about 1/10.
This distribution looks very different from the Bernoulli distribution shown in Figure 1a, which has the same mean.