In this paper we examine the extent of the bias between Black and Scholes (1973)/Black (1976) implied volatility and realized term volatility in the equity and energy markets. Explicitly modeling a market price of volatility risk, we extend previous work by demonstrating that Black-Scholes is an upward-biased predictor of future realized volatility in S&P 500/S&P 100 stock-market indices. Turning to the Black options-on-futures formula, we apply our methodology to options on energy contracts, a market in which crises are characterized by a positive correlation between price-returns and volatilities: After controlling for both term-structure and seasonality effects, our theoretical and empirical findings suggest a similar upward bias in the ...
This thesis examines the compatibility between the Black-Scholes formula and stock price models with...
The Black-Scholes option pricing model has been highly influential in security trading and in analys...
This study examines the forecasting power of the most popular volatility forecasting models in the S...
textThis work examines the extent of the bias between Black-Scholes (1973)/Black (1976) implied vol...
In this paper, we demonstrate the need for a negative market price of volatility risk to recover the...
This paper investigates the efficiency of Australian options markets using a version of the Black-Sc...
This dissertation consists of three essays. The first essay focuses on implied volatility estimation...
It is known that actual option prices deviate from the Black-Scholes formula using the same volatili...
Prices of currency options commonly deffer from the Black-Scholes formula along two dimensions: impl...
Implied volatility, as derived by reversing the Black-Scholes formula, is in theory a forecast of th...
Implied volatility is an elusive attribute in the Black-Scholes Model that is unobservable, yet impo...
The Black-Scholes (1973) option pricing model is used to value a wide range of option contracts. How...
Chapter I contains a literature review on the forecast bias of implied volatility based on the two f...
[[abstract]]Black-Scholes Model, a famous options pricing theory, has been widely used to evaluate t...
Given the price of a call or put option, the Black-Scholes implied volatility is the unique volatili...
This thesis examines the compatibility between the Black-Scholes formula and stock price models with...
The Black-Scholes option pricing model has been highly influential in security trading and in analys...
This study examines the forecasting power of the most popular volatility forecasting models in the S...
textThis work examines the extent of the bias between Black-Scholes (1973)/Black (1976) implied vol...
In this paper, we demonstrate the need for a negative market price of volatility risk to recover the...
This paper investigates the efficiency of Australian options markets using a version of the Black-Sc...
This dissertation consists of three essays. The first essay focuses on implied volatility estimation...
It is known that actual option prices deviate from the Black-Scholes formula using the same volatili...
Prices of currency options commonly deffer from the Black-Scholes formula along two dimensions: impl...
Implied volatility, as derived by reversing the Black-Scholes formula, is in theory a forecast of th...
Implied volatility is an elusive attribute in the Black-Scholes Model that is unobservable, yet impo...
The Black-Scholes (1973) option pricing model is used to value a wide range of option contracts. How...
Chapter I contains a literature review on the forecast bias of implied volatility based on the two f...
[[abstract]]Black-Scholes Model, a famous options pricing theory, has been widely used to evaluate t...
Given the price of a call or put option, the Black-Scholes implied volatility is the unique volatili...
This thesis examines the compatibility between the Black-Scholes formula and stock price models with...
The Black-Scholes option pricing model has been highly influential in security trading and in analys...
This study examines the forecasting power of the most popular volatility forecasting models in the S...