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Analyzes a balanced complete experimental design for a fixed, random, or mixed model. | |
Analyzes a completely nested random model with possibly unequal numbers in the subgroups. | |
Computes least-square estimates of parameters for an ARMA model. | |
Computes forecasts and their associated probability limits for an ARMA model. | |
Computes the sample autocorrelation function of a stationary time series. | |
Automatically identifies time series outliers, determines parameters of a multiplicative seasonal ARIMA model and produces forecasts that incorporate the effects of outliers whose effects persist beyond the end of the series | |
Automatic selection and fitting of a univariate autoregressive time series model. |
Analyzes categorical data using logistic, Probit, Poisson, and other generalized linear models. | |
Evaluates the inverse of the chi-squared distribution function. | |
Performs a chi-squared test for normality. | |
Performs a hierarchical cluster analysis given a distance matrix. | |
Computes cluster membership for a hierarchical cluster tree. | |
Calculates the complement of the Student's t distribution function. | |
Performs a chi-squared analysis of a two-way contingency table. | |
Sets up table to generate pseudorandom numbers from a general continuous distribution. | |
Computes the sample variance-covariance or correlation matrix. | |
Performs the Cox and Stuart' sign test for trends in location and dispersion. | |
Analyzes data from balanced and unbalanced completely randomized experiments. | |
Computes the sample cross-correlation function of two stationary time series |
Sets up a table to generate pseudorandom numbers from a general discrete distribution. | |
Conducts Bartlett's and Levene's tests of the homogeneity of variance assumption in analysis of variance. | |
Generates pseudorandom numbers from a chi-squared distribution. | |
Generates pseudorandom numbers from a standard exponential distribution. | |
Generates pseudorandom mixed numbers from a standard exponential distribution. | |
Generates pseudorandom numbers from a standard gamma distribution. | |
Generates pseudorandom numbers from a general continuous distribution. | |
Generates pseudorandom numbers from a general discrete distribution using an alias method or optionally a table lookup method. | |
Generates pseudorandom numbers from a geometric distribution. | |
Generates pseudorandom numbers from a hypergeometric distribution. | |
Generates pseudorandom numbers from a logarithmic distribution. | |
Generates pseudorandom numbers from a lognormal distribution. | |
Initializes the 32-bit Mersenne Twister generator using an array. | |
Retrieves the current table used in the 32-bit Mersenne Twister generator. | |
Sets the current table used in the 32-bit Mersenne Twister generator. | |
Initializes the 64-bit Mersenne Twister generator using an array. | |
Retrieves the current table used in the 64-bit Mersenne Twister generator. | |
Sets the current table used in the 64-bit Mersenne Twister generator. | |
Generates pseudorandom numbers from a multinomial distribution. | |
Generates pseudorandom numbers from a multivariate distribution determined from a given sample. | |
Generates pseudorandom numbers from a negative binomial distribution. | |
Generates pseudorandom numbers from a normal, N (μ, σ2), distribution. | |
Generates pseudorandom numbers from a multivariate normal distribution. | |
Generates pseudorandom numbers from a nonhomogeneous Poisson process. | |
Selects the uniform (0, 1) multiplicative congruential pseudorandom number generator. | |
Retrieves the uniform (0, 1) multiplicative congruential pseudorandom number generator. | |
Generates pseudorandom order statistics from a standard normal distribution. | |
Generates pseudorandom order statistics from a uniform (0, 1) distribution | |
Generates a pseudorandom orthogonal matrix or a correlation matrix. | |
Generates a simple pseudorandom sample from a finite population. | |
Retrieves the current value of the seed used in the IMSL random number generators. | |
Initializes a random seed for use in the IMSL random number generators. | |
Generates pseudorandom points on a unit circle or K-dimensional sphere. | |
Sets up a table to generate pseudorandom numbers from a general discrete distribution. | |
Retrieves a seed for the congruential generators that do not do shuffling that will generate random numbers beginning 100,000 numbers farther along. | |
Generates pseudorandom numbers from a triangular distribution. | |
Generates pseudorandom numbers from a uniform (0, 1) distribution. | |
Generates pseudorandom numbers from a discrete uniform distribution. | |
Generates pseudorandom numbers from a von Mises distribution. | |
Computes the ranks, normal scores, or exponential scores for a vector of observations. | |
Analyzes data from balanced and unbalanced randomized complete-block experiments. | |
Fits a multiple linear regression model using least squares. | |
Computes predicted values, confidence intervals, and diagnostics after fitting a regression model. | |
Builds multiple linear regression models using forward selection, backward selection or stepwise selection. | |
Produces summary statistics for a regression model given the information from the fit. | |
Computes a robust estimate of a covariance matrix and mean vector. | |
Generates pseudorandom numbers from a chi-squared distribution. | |
Generates pseudorandom numbers from a standard exponential distribution. | |
Generates pseudorandom mixed numbers from a standard exponential distribution. | |
Generates pseudorandom numbers from a standard gamma distribution. | |
Generates pseudorandom numbers from a general continuous distribution. | |
Generates pseudorandom numbers from a general discrete distribution using an alias method or optionally a table lookup method. | |
Generates pseudorandom numbers from a geometric distribution. | |
Generates pseudorandom numbers from a hypergeometric distribution. | |
Generates pseudorandom numbers from a logarithmic distribution. | |
Generates pseudorandom numbers from a lognormal distribution. | |
Generates pseudorandom numbers from a multinomial distribution. | |
Generates pseudorandom numbers from a multivariate distribution determined from a given sample. | |
Generates pseudorandom numbers from a negative binomial distribution. | |
Generates pseudorandom numbers from a standard normal distribution using an inverse CDF method. | |
Generates pseudorandom numbers from a multivariate normal distribution. | |
Generates pseudorandom numbers from a nonhomogeneous Poisson process. | |
Selects the uniform (0, 1) multiplicative congruential pseudorandom number generator. | |
Retrieves the uniform (0, 1) multiplicative congruential pseudorandom number generator. | |
Generates pseudorandom order statistics from a standard normal distribution. | |
Generates pseudorandom order statistics from a uniform (0, 1) distribution | |
Generates a pseudorandom orthogonal matrix or a correlation matrix. | |
Generates a simple pseudorandom sample from a finite population. | |
Retrieves the current value of the seed used in the IMSL random number generators. | |
Initializes a random seed for use in the IMSL random number generators. | |
Generates pseudorandom points on a unit circle or K-dimensional sphere. | |
Sets up a table to generate pseudorandom numbers from a general discrete distribution. | |
Retrieves a seed for the congruential generators that do not do shuffling that will generate random numbers beginning 100,000 numbers farther along. | |
Generates pseudorandom numbers from a triangular distribution. | |
Generates pseudorandom numbers from a uniform (0, 1) distribution. | |
Generates pseudorandom numbers from a discrete uniform distribution. | |
Generates pseudorandom numbers from a von Mises distribution. | |
Computes the ranks, normal scores, or exponential scores for a vector of observations. | |
Analyzes data from balanced and unbalanced randomized complete-block experiments. | |
Fits a multiple linear regression model using least squares. | |
Computes predicted values, confidence intervals, and diagnostics after fitting a regression model. | |
Builds multiple linear regression models using forward selection, backward selection or stepwise selection. | |
Produces summary statistics for a regression model given the information from the fit. | |
Computes a robust estimate of a covariance matrix and mean vector. |
Scales or unscales continuous data prior to its use in neural network training, testing, or forecasting. | |
Estimates the optimum seasonality parameters for a time series using an autoregressive model, AR(p), to represent the time series. | |
Sorts observations by specified keys, with option to tally cases into a multi-way frequency table. | |
Analyzes a wide variety of split-plot experiments with fixed, mixed or random factors. | |
Evaluates the inverse of the Student's t distribution function. | |
Converts time series data sorted with nominal classes in decreasing chronological order to useful format for processing by a neural network. | |
Converts time series data to the format required for processing by a neural network. | |
Computes forecasts, their associated probability limits and -weights for an outlier contaminated time series whose underlying outlier free series follows a general seasonal or nonseasonal ARMA model | |
Detects and determines outliers and simultaneously estimates the model parameters in a time series whose underlying outlier free series follows a general seasonal or nonseasonal ARMA model. |
Converts nominal data into a series of binary encoded columns for input to a neural network. | |
Returns integer information describing the version of the library, license number, operating system, and compiler. |
Prints a rectangular matrix (or vector) stored in contiguous memory locations. | |
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