(statistics) Any of a family of continuous probability distributions such that the probability density function is the Gaussian function

(statistics) A discrete probability distribution that represents the result of a single trial, taking value 1 with "success" probability p and value 0 with "failure" probability q=1-p.

(statistics) The number of people in stated age ranges.

(computing) A distribution of software containing executable binaries, without source code. / (statistics, probability theory) Bernoulli distribution.

(grammar) A word that answers "how many times each?" or "how many at a time?"

(statistics) Free of specific assumptions about the shape of the probability distribution generating the sample.

(statistics, probability) A probability distribution of the ratio of two variables, each with a chi-square distribution; used in analysis of variance, especially in the significance testing of a correlation coefficient (R squared).

(algebra) A lattice in which the "meet" and the "join" operations are distributive with respect to each other.

(mathematics, stochastic processes, of a Markov chain) a row vector 𝜋 whose entries sum to 1 that satisfies the equation 𝜋P=𝜋, where P is the transition matrix of the Markov chain.

The projection of a joint probability distribution onto one of its component random variables.