Javascript must be enabled to continue!
Evaluasi Model Exponential Generelized Autoregressive Conditional Heteroscedastic (EGARCH)
View through CrossRef
Abstract. In time series data that has a fairly high volatility, it is possible to have an error variance that is not constant (Heteroscedasticity). This is reflected in the square of error that also follows the time series model, for example the autoregressive (AR) model and the expectation of the conditional error square is not constant, the AR model of the square of error is called the Autoregressive Conditional Heteroscedastic (ARCH). The AR model that combines time series data and squared error is called Generalized Autoregressive Conditional Heteroscedastic (GARCH). However, the GARCH model ignores the asymmetric effect on the data. So Nelson (1991) developed the GARCH model to overcome the asymmetric problem with the Exponential GARCH model. The purpose of this study was to determine the symptoms of the EGARCH model and apply the EGARCH model in stock price index data at PT. Bank X in Indonesia. The data used is closing price data for the period January 2019 – December 2021. The results show that the Residual from GARCH(2.0) is used to test the effect of asymmetry. The best model used for forecasting based on the comparison results of MAPE, AIC and SIC values from several other models is the EGARCH(2,1) model.
Abstrak. Pada data deret waktu yang memiliki volatilitas cukup tinggi dimungkinkan memiliki varian error menjadi tidak konstan (Heteroskedastisitas). Hal ini tercermin dari kuadrat error yang juga mengikuti model deret waktu, misal model autoregressive (AR) dan ekpektasi kuadrat error bersyarat tidak konstan, model AR dari kuadrat error disebut Autoregressive Conditional Heteroscedastic (ARCH). Model AR yang menggabungkan data deret waktu dan kuadrat error disebut Generalized Autoregressive Conditional Heteroscedastic (GARCH). Namun model GARCH mengabaikan efek asimetris pada data. Sehingga Nelson (1991) mengembangkan model GARCH untuk mengatasi permasalahan asimetris dengan model Exponential GARCH. Tujuan dari penelitian ini adalah untuk mengetahui gejala model EGARCH dan menerapkan model EGARCH pada data indeks harga saham di PT. Bank X di Indonesia. Data yang digunakan merupakan data harga penutupan selama periode Januari 2019 – Desember 2021. Hasilnya menunjukkan bahwa Residual dari GARCH(2,0) dipakai untuk menguji pengaruh asimetri. Model terbaik yang digunakan untuk peramalan berdasarkan hasil perbandingan nilai MAPE, AIC maupun SIC dari beberapa model lainnya ialah model EGARCH(2,1).
Universitas Islam Bandung (Unisba)
Title: Evaluasi Model Exponential Generelized Autoregressive Conditional Heteroscedastic (EGARCH)
Description:
Abstract.
In time series data that has a fairly high volatility, it is possible to have an error variance that is not constant (Heteroscedasticity).
This is reflected in the square of error that also follows the time series model, for example the autoregressive (AR) model and the expectation of the conditional error square is not constant, the AR model of the square of error is called the Autoregressive Conditional Heteroscedastic (ARCH).
The AR model that combines time series data and squared error is called Generalized Autoregressive Conditional Heteroscedastic (GARCH).
However, the GARCH model ignores the asymmetric effect on the data.
So Nelson (1991) developed the GARCH model to overcome the asymmetric problem with the Exponential GARCH model.
The purpose of this study was to determine the symptoms of the EGARCH model and apply the EGARCH model in stock price index data at PT.
Bank X in Indonesia.
The data used is closing price data for the period January 2019 – December 2021.
The results show that the Residual from GARCH(2.
0) is used to test the effect of asymmetry.
The best model used for forecasting based on the comparison results of MAPE, AIC and SIC values from several other models is the EGARCH(2,1) model.
Abstrak.
Pada data deret waktu yang memiliki volatilitas cukup tinggi dimungkinkan memiliki varian error menjadi tidak konstan (Heteroskedastisitas).
Hal ini tercermin dari kuadrat error yang juga mengikuti model deret waktu, misal model autoregressive (AR) dan ekpektasi kuadrat error bersyarat tidak konstan, model AR dari kuadrat error disebut Autoregressive Conditional Heteroscedastic (ARCH).
Model AR yang menggabungkan data deret waktu dan kuadrat error disebut Generalized Autoregressive Conditional Heteroscedastic (GARCH).
Namun model GARCH mengabaikan efek asimetris pada data.
Sehingga Nelson (1991) mengembangkan model GARCH untuk mengatasi permasalahan asimetris dengan model Exponential GARCH.
Tujuan dari penelitian ini adalah untuk mengetahui gejala model EGARCH dan menerapkan model EGARCH pada data indeks harga saham di PT.
Bank X di Indonesia.
Data yang digunakan merupakan data harga penutupan selama periode Januari 2019 – Desember 2021.
Hasilnya menunjukkan bahwa Residual dari GARCH(2,0) dipakai untuk menguji pengaruh asimetri.
Model terbaik yang digunakan untuk peramalan berdasarkan hasil perbandingan nilai MAPE, AIC maupun SIC dari beberapa model lainnya ialah model EGARCH(2,1).
Related Results
Exponential Generalized Autoregressive Conditional Heteroscedastic Time Series Model Analysis with Wavelets
Exponential Generalized Autoregressive Conditional Heteroscedastic Time Series Model Analysis with Wavelets
Data noise is one of the problems facing the accuracy of building time series models, such as the EGARCH model. In this article, it was proposed to treat the noisy data of the Expo...
Modeling and Forecasting of All India Monthly Average Wholesale Price Volatility of Onion: An Application of GARCH and EGARCH Techniques
Modeling and Forecasting of All India Monthly Average Wholesale Price Volatility of Onion: An Application of GARCH and EGARCH Techniques
The study utilized log returns of all India monthly average wholesale prices(Rs/Q) of onion over period Jan-2010 to Dec-2021 and employed the autoregressive integrated moving-avera...
Estimating and Forecasting Tax Revenues Using GARCH Family of Models: A Case of Pakistan
Estimating and Forecasting Tax Revenues Using GARCH Family of Models: A Case of Pakistan
Forecasting plays a vital role in effective planning and decision-making for policy formulation across a variety of fields of life. The Nonlinear models such as the GARCH family, i...
PENGEMBANGAN EVALUASI PEMBELAJARAN
PENGEMBANGAN EVALUASI PEMBELAJARAN
Dalam sebuah proses pembelajaran komponen yang turut menentukan keberhasilan sebuah proses adalah evaluasi. Melalui evaluasi orang akan mengetahui sampai sejauh mana penyampaian pe...
Modelling of Volatility in Nigeria Crude Oil Price Using symmetric and asymmetric GARCH models
Modelling of Volatility in Nigeria Crude Oil Price Using symmetric and asymmetric GARCH models
Accurate modelling of volatility is important in finance, particularly as it relates to the modelling and forecasting of crude oil prices. This paper examines which of the model ca...
Multivariate Asymmetric GARCH Model with Dynamic Correlation Matrix
Multivariate Asymmetric GARCH Model with Dynamic Correlation Matrix
This study examines the problem of modeling the joint dynamics of conditional volatility of several financial assets under an asymmetric relationship between volatility and shocks ...
Conditional Constructions in Yemsa
Conditional Constructions in Yemsa
Introduction. The main objective of this study is to produce a comprehensive description of Yemsa conditional constructions. The existing studies do not describe conditional clause...
Pleiotropy and the evolutionary stability of plastic phenotypes: a geometric framework
Pleiotropy and the evolutionary stability of plastic phenotypes: a geometric framework
Phenotypic plasticity allows organisms to express different traits in response to different environmental or genetic conditions. Understanding the evolution of conditional phenotyp...

