Anything related to Bernoulli in the field of probability, such as Bernoulli random variables, Bernoulli probability distribution, Bernoulli random processes, etc.

The Bernoulli distribution is a discrete distribution parametrized by a "success" probability $p$. For a Bernoulli distributed random variable $x$, the probability mass function (pmf) takes a value of $p$ at $x=1$, and $(1-p)$ for $x=0$. A concise representation of the pmf is:

The Bernoulli distribution is a special case of the binomial distribution with a single trial ($n=1$).

See, for example, Wikipedia on:

• Bernoulli distribution.
• Bernoulli random process.

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