Abstract. This paper empirically examines the performance of Black-Scholes and Garch-M call option pricing models using call options data for British Pounds, Swiss Francs and Japanese Yen. The daily exchange rates exhibit an overwhelming presence of volatility clustering, suggesting that a richer model with ARCH/GARCH effects might have a better fit with actual prices. We perform dominant tests and calculate average percent mean squared errors of model prices. Our findings indicate that the Black-Scholes model outperforms the GARCH models. An implication of this result is that participants in the currency call options market do not seem to price volatility clusters in the underlying process
ABSTRACT This dissertation analyses, compares and explores the implied volatility of the tradition...
Gözgör, Giray (Dogus Author)By using the daily values of USD-TL and Euro-TL denominated European cal...
This study compares the out-of-sample performances among Black-Scholes (B-S), Stochastic Volatility ...
This paper evaluates performance of the Black-Scholes option pricing model on European call options ...
There are two dimensions to this paper. The first part aims at investigating two heteroscedastic mod...
Volatility is a key parameter in currency option pricing. This paper examines alternative specificat...
This paper examines the out-of-sample performance of two common extensions of the Black-Scholes fram...
This paper examines the out-of-sample performance of two common exten-sions of the Black-Scholes fra...
The Black-Scholes formula is a recognized model for pricing and hedging derivative securities. It re...
We use the modified Black-Scholes model and a random variance option pricing model tostudy prices of...
We use the modified Black-Scholes model and a random variance option pricing model tostudy prices of...
Many empirical studies have indicated that the assumption of Black-Scholes model exhibits systematic...
This paper aims at comparing the accuracy and pricing performance of two popular and widely used cur...
The purpose of this thesis is to examine the properties for different specifications of the HestonNa...
The purpose of this thesis is to examine the properties for different specifications of the HestonNa...
ABSTRACT This dissertation analyses, compares and explores the implied volatility of the tradition...
Gözgör, Giray (Dogus Author)By using the daily values of USD-TL and Euro-TL denominated European cal...
This study compares the out-of-sample performances among Black-Scholes (B-S), Stochastic Volatility ...
This paper evaluates performance of the Black-Scholes option pricing model on European call options ...
There are two dimensions to this paper. The first part aims at investigating two heteroscedastic mod...
Volatility is a key parameter in currency option pricing. This paper examines alternative specificat...
This paper examines the out-of-sample performance of two common extensions of the Black-Scholes fram...
This paper examines the out-of-sample performance of two common exten-sions of the Black-Scholes fra...
The Black-Scholes formula is a recognized model for pricing and hedging derivative securities. It re...
We use the modified Black-Scholes model and a random variance option pricing model tostudy prices of...
We use the modified Black-Scholes model and a random variance option pricing model tostudy prices of...
Many empirical studies have indicated that the assumption of Black-Scholes model exhibits systematic...
This paper aims at comparing the accuracy and pricing performance of two popular and widely used cur...
The purpose of this thesis is to examine the properties for different specifications of the HestonNa...
The purpose of this thesis is to examine the properties for different specifications of the HestonNa...
ABSTRACT This dissertation analyses, compares and explores the implied volatility of the tradition...
Gözgör, Giray (Dogus Author)By using the daily values of USD-TL and Euro-TL denominated European cal...
This study compares the out-of-sample performances among Black-Scholes (B-S), Stochastic Volatility ...