DCCGARCHModel: DCC-GARCH Model

DCCGARCHModelR Documentation

DCC-GARCH Model

Description

Event study model using Dynamic Conditional Correlation GARCH for time-varying beta estimation. Requires the rmgarch package. The bivariate DCC-GARCH model captures both time-varying volatility and time-varying correlation between firm and market returns, yielding a time-varying beta: \beta_t = Cov(R_{firm}, R_{market})_t / Var(R_{market})_t.

Super class

ModelBase -> DCCGARCHModel

Public fields

model_name

Name of the model.

garch_order

GARCH order for each univariate model. Default c(1,1).

dcc_order

DCC order. Default c(1,1).

Methods

Public methods


DCCGARCHModel$new()

Create a new DCCGARCHModel.

Usage
DCCGARCHModel$new(garch_order = c(1, 1), dcc_order = c(1, 1))
Arguments
garch_order

GARCH(p,q) order for univariate models.

dcc_order

DCC(a,b) order.


DCCGARCHModel$fit()

Fit the DCC-GARCH model on the estimation window.

Usage
DCCGARCHModel$fit(data_tbl)
Arguments
data_tbl

Data frame or tibble with firm_returns, index_returns, estimation_window, event_window columns.


DCCGARCHModel$abnormal_returns()

Calculate abnormal returns using the last conditional beta.

Usage
DCCGARCHModel$abnormal_returns(data_tbl)
Arguments
data_tbl

Data frame or tibble.


DCCGARCHModel$clone()

The objects of this class are cloneable with this method.

Usage
DCCGARCHModel$clone(deep = FALSE)
Arguments
deep

Whether to make a deep clone.

See Also

Other eventstudy-models: BHARModel, Carhart4FactorModel, ComparisonPeriodMeanAdjustedModel, FamaFrench3FactorModel, FamaFrench5FactorModel, GARCHModel, LinearFactorModel, LogReturn, MarketAdjustedModel, MarketModel, ModelBase, ReturnCalculation, RollingWindowModel, SimpleReturn, VolatilityModel, VolumeModel


EventStudy documentation built on Oct. 31, 2026, 1:07 a.m.