The purpose of this paper is to analyse different implications of the stochastic behavior of asset prices volatilities for option hedging purposes. We present a simple stochastic volatility model for option pricing and illustrate its consistency with financial stylized facts. Then, assuming a stochastic volatility environment, we study the accuracy of Black and Scholes implied volatility-based hedging. More precisely, we analyse the hedging ratios biases and investigate different hedging schemes in a dynamic setting.
This paper evaluates the application of two well-known asymmetric stochastic volatility (ASV) models...
In the original Black-Scholes Model, risk is quantified by a constant volatility parameter. However,...
Volatility modelling in option pricing has been shown to be of first-order importance in improving u...
Recent studies have extended the Black–Scholes model to incorporate either stochastic interest rates...
Because volatility of the underlying asset price is a critical factor affecting option prices and he...
A new market-based approach to evaluating options on an asset is offered. The model corresponds to t...
Substantial progress has been made in developing more realistic option pricing models. Empirically, ...
We develop a simple closed 0form valuation model for options when the volatility of the underlying a...
This paper examines alternative methods for pricing options when the underlying security volatilit...
This paper examines alternative methods for pricing options when the underlying security volatilit...
This paper examines alternative methods for pricing options when the underlying security volatilit...
The thesis is dealing with option pricing. The basic Black-Scholes model is described, along with th...
We consider the option pricing model proposed by Mancino and Ogawa, where the implementation of dyna...
Options are an important building block of modern financial markets. The theory underlying their val...
While the stochastic volatility (SV) generalization has been shown to improve the explanatory power ...
This paper evaluates the application of two well-known asymmetric stochastic volatility (ASV) models...
In the original Black-Scholes Model, risk is quantified by a constant volatility parameter. However,...
Volatility modelling in option pricing has been shown to be of first-order importance in improving u...
Recent studies have extended the Black–Scholes model to incorporate either stochastic interest rates...
Because volatility of the underlying asset price is a critical factor affecting option prices and he...
A new market-based approach to evaluating options on an asset is offered. The model corresponds to t...
Substantial progress has been made in developing more realistic option pricing models. Empirically, ...
We develop a simple closed 0form valuation model for options when the volatility of the underlying a...
This paper examines alternative methods for pricing options when the underlying security volatilit...
This paper examines alternative methods for pricing options when the underlying security volatilit...
This paper examines alternative methods for pricing options when the underlying security volatilit...
The thesis is dealing with option pricing. The basic Black-Scholes model is described, along with th...
We consider the option pricing model proposed by Mancino and Ogawa, where the implementation of dyna...
Options are an important building block of modern financial markets. The theory underlying their val...
While the stochastic volatility (SV) generalization has been shown to improve the explanatory power ...
This paper evaluates the application of two well-known asymmetric stochastic volatility (ASV) models...
In the original Black-Scholes Model, risk is quantified by a constant volatility parameter. However,...
Volatility modelling in option pricing has been shown to be of first-order importance in improving u...