Rdocumentation
powered by
Learn R Programming
gogarch (version 0.7-5)
Generalized Orthogonal GARCH (GO-GARCH) Models
Description
Provision of classes and methods for estimating generalized orthogonal GARCH models. This is an alternative approach to CC-GARCH models in the context of multivariate volatility modeling.
Copy Link
Link to current version
Version
Version
0.7-5
0.7-2
0.7-1
0.7-0
0.6-9
0.6-8
0.6-7
0.6-6
Install
install.packages('gogarch')
Monthly Downloads
288
Version
0.7-5
License
GPL (>= 2)
Maintainer
Bernhard Pfaff
Last Published
April 29th, 2022
Functions in gogarch (0.7-5)
Search all functions
Goestnls-class
Class "Goestnls": GO-GARCH models estimated by Non-linear Least-Squares
Goestica-class
Class "Goestica": GO-GARCH models estimated by fast ICA
Goestml-class
Class "Goestml": GO-GARCH models estimated by Maximum-Likelihood
Goestmm-class
Class "Goestmm": Go-GARCH models estimated by Methods of Moments
Goinit-class
Class "Goinit": Initialisation of GO-GARCH models
BVDW
Dow Jones Industrial Average and Nasdaq stock indices
GoGARCH-class
Class "GoGARCH": Estimated GO-GARCH Models
BVDWAIR
Stock prices transportation sector, oil and kerosene prices
BVDWSTOXX
Sector indices of the EURO STOXX 600
Rd2
Rotation matrix, 2-dimensional
gogarch
Specification and estimation of GO-GARCH models
goinit
Constructor function for objects of class "Goinit"
Orthom-class
Class "Orthom": Orthogonal matrices
VDW
Dow Jones Industrial Average and Nasdaq stock indices
Gosum-class
Class "Gosum": Summary object of GO-GARCH model
Gopredict-class
Class "Gopredict": Prediction of GO-GARCH Models
gotheta
Creates an object of class GoGARCH based on Euler angles
UprodR
Creation of an orthogonal matrix
gonls
Non-linear least-squares estimation of matrix B
unvech
Returns a symmetric matrix from a vector
gollh
Log-Likelihood function of GO-GARCH models
cora
Autocorrelations of a Matrix Process
validGoinitObject
Validation function for objects of class Goinit
validOrthomObject
Validation function for objects of class Orthom
goest-methods
Methods for Function goest
Umatch
Matching of Orthogonal Matrices for Cayley transforms