textabstractLarge data sets in finance with millions of observations have become widely available. Such data sets enable the construction of reliable semi-parametric estimates of the risk associated with extreme price movements. Our approach is based on semi-parametric statistical extreme value analysis, and compares favourably with the conventional finance normal distribution based approach. It is shown that the efficiency of the estimator of the extreme returns may benefit from high frequency data. Empirical tail shapes are calculated for the German Mark-US Dollar foreign exchange rate, and we use the semi- parametric tail estimates in combination with the empirical distribution function to evaluate the returns on exotic options
This paper presents two applications of Extreme Value Theory (EVT) to financial markets: computation...
In the last few years, Extreme Value Theory (EVT) has gained increased importance in modeling extrem...
This paper compares a number of different extreme value models for determining the value at risk (Va...
This project attempts to model the extreme returns of different financial assets. The primary aim of...
In finance it is crucial to understand the risk of occurrence of extreme events such as currency cri...
Extreme value methods have been successfully applied in various disciplines with the purpose of est...
Risk management critically depends on the assumptions made about the distribution of stock returns. ...
Extreme stock price movements are of great concern to both investors and the entire economy. For inv...
This paper presents extreme value theory and its application to the computation of the value at risk...
Abstract: Estimation of tail dependence between financial assets plays a vital role in various aspec...
Within econometrics, probability theory and statistics, an enormous litera-ture exists on the topic ...
port from the Swiss National Science Foundation (project 12–5248.97) is gratefully acknowledged. Man...
textabstractA scientific way of looking beyond the worst-case return is to employ statistical extrem...
This study applies Extreme Value Theory in calculating Value-at-Risk (VaR) of portfolios consisting ...
Although stock prices fluctuate, the variations are relatively small and are frequently assumed to b...
This paper presents two applications of Extreme Value Theory (EVT) to financial markets: computation...
In the last few years, Extreme Value Theory (EVT) has gained increased importance in modeling extrem...
This paper compares a number of different extreme value models for determining the value at risk (Va...
This project attempts to model the extreme returns of different financial assets. The primary aim of...
In finance it is crucial to understand the risk of occurrence of extreme events such as currency cri...
Extreme value methods have been successfully applied in various disciplines with the purpose of est...
Risk management critically depends on the assumptions made about the distribution of stock returns. ...
Extreme stock price movements are of great concern to both investors and the entire economy. For inv...
This paper presents extreme value theory and its application to the computation of the value at risk...
Abstract: Estimation of tail dependence between financial assets plays a vital role in various aspec...
Within econometrics, probability theory and statistics, an enormous litera-ture exists on the topic ...
port from the Swiss National Science Foundation (project 12–5248.97) is gratefully acknowledged. Man...
textabstractA scientific way of looking beyond the worst-case return is to employ statistical extrem...
This study applies Extreme Value Theory in calculating Value-at-Risk (VaR) of portfolios consisting ...
Although stock prices fluctuate, the variations are relatively small and are frequently assumed to b...
This paper presents two applications of Extreme Value Theory (EVT) to financial markets: computation...
In the last few years, Extreme Value Theory (EVT) has gained increased importance in modeling extrem...
This paper compares a number of different extreme value models for determining the value at risk (Va...