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2.1.24.8 Random Number Generators
Functions
| Name | Brief | Example |
|---|---|---|
| betarnd | Generates an array of pseudo-random real numbers from the beta distribution | Examples |
| binornd | Generates an array of random integers from a binomial distribution | Examples |
| caurnd | Generates an array of random numbers from a Cauchy distribution | Examples |
| chi2rnd | Generates an array of random integers from a Command returned with error code 1
2 distribution |
Examples |
| disrnd | Generates an array of random integers from a general discrete distribution | Examples |
| exprnd | Generates an array of random numbers from an exponential distribution | Examples |
| frnd | Generates an array of random numbers from an F-distribution | Examples |
| gamrnd | Generates an array of random numbers from a distribution
|
Examples |
| geornd | Generates an array of random integers from a geometric distribution | Examples |
| hygernd | Generates an array of random integers from a hypergeometric distribution | Examples |
| lgsrnd | Generates an array of random numbers from a logistic distribution | Examples |
| lognrnd | Generates an array of random numbers from a lognormal distribution | Examples |
| mvnrnd | Generates an array of random numbers from a multivariate Normal distribution | Examples |
| nbinrnd | Generates an array of random integers from a negative binomial distribution | Examples |
| normrnd | Generates an array of random numbers from a Normal distribution | Examples |
| permrnd | Pseudo-random permutation of an integer vector | Examples |
| poissrnd | Generates an array of random integers from a Poisson distribution | Examples |
| trirnd | Generates an array of random numbers from a triangular distribution | Examples |
| trnd | Generates an array of random numbers from a Student's t-distribution | Examples |
| unidrnd | Generates an array of random integers from a uniform distribution | Examples |
| unifrnd | Generates an array of random numbers from a uniform distribution | Examples |
| wblrnd | Generates an array of random numbers from a Weibull distribution | Examples |
distribution