Value at Risk (VaR) is a risk measurement tool to calculate the estimated maximum investment loss with a certain confidence level and period. VaR calculations using financial data are often not normally distributed, so the copula method is used, which is flexible on the assumption of normality on stock return data. Previous research discussed Gaussian copula using stocks from the telecommunications sector. In this research, using Gaussian copula on Blue Chip stocks. Blue Chip stocks have a good reputation and have a stable growth rate so they have a lower risk. Therefore, the research objective is to analyze the VaR portfolio of Blue Chip stock with Gaussian copula. This research uses the daily stock closing prices of BBNI and BBTN from Nov...
In this paper, we deal with the evaluation of Conditional Value-at-Risk in the framework of portfoli...
In this paper, we briefly review the basics of copula theory and the problem of estimating Value-at-...
The recent financial turmoil which causes the financial markets to react in a non- linear way has l...
Investment in the financial sectorbis currently being done by investors but many investors do not k...
<p><em>Copula is already widely used in financial assets, especially in risk management. It is due t...
The Value at Risk (VaR) method refers to a statistical risk measurement tool used to determine the m...
Value at Risk (VaR) is statistical method used in risk analysis in stock investments. Stock returns ...
The uncertainty of return on investment is a major concern for the vast majority of investors. Under...
Investing in the financial sector is an investment that is in great demand by investors, one of whic...
Value at Risk (VaR) plays a central role in risk management nowadays. There are several methods that...
Copula is already widely used in financial assets, expecially in risk management. It is due to the a...
Value at Risk (VaR) is a popular measurement for valuing the risk exposure. Correct estimates of VaR...
Investment is one of the way that is widely performed by people to achieve profitability in the futu...
The problem of modeling asset returns is one of the most important issue in finance. People general...
Copula functions represent a methodology that describes the dependence structure of a multi-dimensio...
In this paper, we deal with the evaluation of Conditional Value-at-Risk in the framework of portfoli...
In this paper, we briefly review the basics of copula theory and the problem of estimating Value-at-...
The recent financial turmoil which causes the financial markets to react in a non- linear way has l...
Investment in the financial sectorbis currently being done by investors but many investors do not k...
<p><em>Copula is already widely used in financial assets, especially in risk management. It is due t...
The Value at Risk (VaR) method refers to a statistical risk measurement tool used to determine the m...
Value at Risk (VaR) is statistical method used in risk analysis in stock investments. Stock returns ...
The uncertainty of return on investment is a major concern for the vast majority of investors. Under...
Investing in the financial sector is an investment that is in great demand by investors, one of whic...
Value at Risk (VaR) plays a central role in risk management nowadays. There are several methods that...
Copula is already widely used in financial assets, expecially in risk management. It is due to the a...
Value at Risk (VaR) is a popular measurement for valuing the risk exposure. Correct estimates of VaR...
Investment is one of the way that is widely performed by people to achieve profitability in the futu...
The problem of modeling asset returns is one of the most important issue in finance. People general...
Copula functions represent a methodology that describes the dependence structure of a multi-dimensio...
In this paper, we deal with the evaluation of Conditional Value-at-Risk in the framework of portfoli...
In this paper, we briefly review the basics of copula theory and the problem of estimating Value-at-...
The recent financial turmoil which causes the financial markets to react in a non- linear way has l...