computes an autocovariance sequence for an autoregressive moving average (ARMA) model
computes the log likelihood and residuals for an ARMA model
simulates an ARMA series
computes convexity of a noncontingent cash flow
computes autocovariance estimates for a vector time series
computes the difference between a value and a lagged value
computes modified duration of a noncontingent cash flow
computes the autocovariance function for an autoregressive fractionally integrated moving average (ARFIMA) model of the form ARFIMA()
estimates the parameters of an ARFIMA() model
computes the log-likelihood function of an ARFIMA() model
generates an ARFIMA() process
computes a fractionally differenced process
computes forward rates
computes the one-step prediction and the filtered estimate , in addition to their covariance matrices. The call uses forward recursions, and you can also use it to obtain k-step estimates.
uses backward recursions to compute the smoothed estimate and its covariance matrix, , where T is the number of observations in the complete data set
computes the one-step forecast of state vectors in a state space model (SSM) by using the diffuse Kalman filter. The call estimates the conditional expectation of , and it also estimates the initial random vector, , and its covariance matrix.
computes the smoothed state vector and its mean squares error matrix from the one-step forecast and mean squares error matrix computed by the KALDFF subroutine.
computes lagged values
computes the present value
converts interest rates from one base to another
computes spot rates
performs Bayesian seasonal adjustment modeling
analyzes nonstationary time series by using smoothness priors modeling
analyzes nonstationary or locally stationary time series by using a method that minimizes Akaike’s information criterion (AIC)
analyzes nonstationary or locally stationary multivariate time series by using a method that minimizes Akaike’s information criterion (AIC)
estimates vector autoregressive (VAR) processes by minimizing the AIC
analyzes periodic autoregressive (AR) models by minimizing the AIC
provides predicted values of univariate and multivariate ARMA processes when the ARMA coefficients are given
computes AR and moving average (MA) coefficients from the characteristic roots of the model, or computes the characteristic roots of the model from the AR and MA coefficients
analyzes time series that are nonstationary in the covariance function
determines the order of an AR process by minimizing the AIC, and estimates the AR coefficients
computes the theoretical cross-covariance matrices for a stationary vector autoregressive moving average (VARMA()) model
computes the log-likelihood function for a VARMA() model
generates VARMA() time series
generates multivariate normal random series
computes the characteristic roots for a VARMA() model
computes yield-to-maturity of a cash-flow stream
You can also call functions in Base SAS software such as those documented in the section Financial Functions.