fUnitRoots-package {fUnitRoots} | R Documentation |
Modelling Trends and Unit Roots
Description
The Rmetrics "fUnitRoots" package is a collection of functions to model trends and to analyze unit roots.
1 Introduction
The 'fUnitroots' provides four addons for analyzing trends and unit roots in financial time series: (i) functions for the density and probability of the augmented Dickey-Fuller Test, (ii) functions for the density and probability of MacKinnon's unit root test statistics, (iii) reimplementations for the ADF and MacKinnon Test, and (iv) an 'urca' Unit Root Test Interface for Pfaff's unit root test suite.
2 Dickey-Fuller p Values
The section provides functions to compute the distribution and quantile functions for the ADF unit root test statistics.
padf returns the cumulative probability for the ADF test qadf returns the quantiles for the ADF test adfTable tables p values for ADF test
3 Mc Kinnon p Values
The section provides functions to compute the distribution and quantile functions for MacKinnon's unit root test statistics.
punitroot returns the cumulative probability qunitroot returns the quantiles of the unit root test statistics unitrootTable tables p values from MacKinnon's response surface
4 Unit Root Time Series Tests
This section provides two functions for unit root testing of financial time series, the ADF tests based on Banerjee's et al. tables and the unit root tests based on J.G. McKinnons' tables:
adfTest augmented Dickey-Fuller test for unit roots unitrootTest the same based on McKinnons's test statistics
5 "urca"" Unit Root Test Interface
This is an interface to the unitroot tests suite implemented by Bernhard Pfaff available through the R package "urca"
urdfTest Augmented Dickey-Fuller test for unit roots urersTest Elliott--Rothenberg-Stock test for unit roots urkpssTest KPSS unit root test for stationarity urppTest Phillips-Perron test for unit roots urspTest Schmidt-Phillips test for unit roots urzaTest Zivot-Andrews test for unit roots
About Rmetrics
The fUnitroots
Rmetrics package is written for educational
support in teaching "Computational Finance and Financial Engineering"
and licensed under the GPL.