BoxPierce               The Univariate-Multivariate Box and Pierce
                        Portmanteau Test
CRSP                    Monthly simple returns of the CRSP
                        value-weighted index, 1926 to 1997
DEXCAUS                 Canada/US Foreign Exchanges Rates, Daily, Sept
                        6, 1996 to Sept. 5, 1996.
FitStable               Fit Parameters to Stable Distributions,
                        McCulloch (1986)
GVStat                  Generalized Variance Portmanteau Test
Get.Resid               Extract Residuals from Fitted ARIMA, VAR, or
                        FGN Model
Hosking                 The Modified Multivariate Portmanteau Test,
                        Hosking (1980)
ImpulseVMA              The Impulse Response Function in the Infinite
                        MA or VMA Representation
InvertQ                 Check Stationary and Invertibility of ARMA or
                        VARMA Models
LiMcLeod                The Modified Multivariate Portmanteau Test,
                        Li-McLeod (1981)
LjungBox                Ljung and Box Portmanteau Test
WestGerman              Quarterly, West German Investment, Income, and
                        Consumption: 1960Q1-1982Q4
blockToeplitz           Toeplitz Block Matrix of Hosking (1980) Auto
                        and Cross Correlation Matrices
house                   The Monthly House Sales and House Starts.
monthibmspln            The Monthly Log Returns of IBM Stock and the
                        S&P 500 Index
monthintel              The Monthly Log Stock Returns of Intel
                        Corporation from January 1973 to December 2003
portes                  Parametric Bootstrap Portmanteau Tests
portes-package          Portmanteau Tests for ARMA, VARMA, ARCH, and
                        FGN Models
rstable                 Generate Data From Stable Distributions
simvarma                Simulate Data From ARMA(p,q) or VARMA(p,q)
                        Models
simvma                  Compute The Vector of Moving Average Model
                        (VMA)
