In the JMP Formula Editor, you can build formulas that calculate probabilities and quantiles for statistical distributions including the binomial, beta binomial, negative binomial, poisson, gamma poisson, and hypergeometric distributions. See “Discrete Probability Functions” in the JSL Syntax Reference for more information about distribution parameterizations and function arguments.
For information about the syntax for the Beta Binomial Distribution function, see “Discrete Probability Functions” in the JSL Syntax Reference.
For information about the syntax for the Beta Binomial Probability function, see “Discrete Probability Functions” in the JSL Syntax Reference.
For information about the syntax for the Beta Binomial Quantile function, see “Discrete Probability Functions” in the JSL Syntax Reference.
For information about the syntax for the Binomial Distribution function, see “Discrete Probability Functions” in the JSL Syntax Reference.
For information about the syntax for the Binomial Probability function, see “Discrete Probability Functions” in the JSL Syntax Reference.
For information about the syntax for the Binomial Quantile function, see “Discrete Probability Functions” in the JSL Syntax Reference.
For information about the syntax for the Gamma Poisson Distribution function, see “Discrete Probability Functions” in the JSL Syntax Reference.
For information about the syntax for the Gamma Poisson Probability function, see “Discrete Probability Functions” in the JSL Syntax Reference.
For information about the syntax for the Gamma Poisson Quantile function, see “Discrete Probability Functions” in the JSL Syntax Reference.
For information about the syntax for the Hypergeometric Distribution function, see “Discrete Probability Functions” in the JSL Syntax Reference.
For information about the syntax for the Hypergeometric Probability function, see “Discrete Probability Functions” in the JSL Syntax Reference.
For information about the syntax for the Neg Binomial Distribution function, see “Discrete Probability Functions” in the JSL Syntax Reference.
For information about the syntax for the Neg Binomial Probability function, see “Discrete Probability Functions” in the JSL Syntax Reference.
For information about the syntax for the Poisson Distribution function, see “Discrete Probability Functions” in the JSL Syntax Reference.
For information about the syntax for the Poisson Probability function, see “Discrete Probability Functions” in the JSL Syntax Reference.
For information about the syntax for the Poisson Quantile function, see “Discrete Probability Functions” in the JSL Syntax Reference.