A new market-based approach to evaluating options on an asset is offered. The model corresponds to the real situations encountered in the market: option prices are not uniquely determined by their underlying asset but mainly by another factor, namely stochastic market volatility (or simply SMV). To begin constructing SMV, it is assumed that there exists a hedging portfolio which replicates perfectly the value of the underlying option. By ‘perfectly’, it is meant that the value of the hedging portfolio will always equal exactly to the option. The hedging portfolio takes asset price and SMV as its input, therefore, for a given asset price the correct value of SMV gives the correct value for the option. SMV presents the dynamics of options mar...
The purpose of this thesis is to review the evidence of non-constant volatility and to consider the ...
This paper offers a new approach for pricing options on assets with stochastic volatility. We start ...
The classical Black-Scholes analysis determines a unique, continuous, trading strategy which allows ...
In the Black-Scholes option pricing theory, asset prices are modelled as geometric Brownian motion w...
In the Black–Scholes option-pricing theory, asset prices are modelled as geometric Brownian motion w...
Because volatility of the underlying asset price is a critical factor affecting option prices and he...
The purpose of this paper is to analyse different implications of the stochastic behavior of asset p...
The thesis is dealing with option pricing. The basic Black-Scholes model is described, along with th...
This paper examines alternative methods for pricing options when the underlying security volatilit...
While the stochastic volatility (SV) generalization has been shown to improve the explanatory power ...
Options are an important building block of modern financial markets. The theory underlying their val...
The paper proposes an original class of models for the continuous time price process of a financial ...
We consider a very general diffusion model for asset prices which allows the description of stochast...
This thesis studies a mathematical problem that arises in modeling the prices of option contracts in...
We develop a simple closed 0form valuation model for options when the volatility of the underlying a...
The purpose of this thesis is to review the evidence of non-constant volatility and to consider the ...
This paper offers a new approach for pricing options on assets with stochastic volatility. We start ...
The classical Black-Scholes analysis determines a unique, continuous, trading strategy which allows ...
In the Black-Scholes option pricing theory, asset prices are modelled as geometric Brownian motion w...
In the Black–Scholes option-pricing theory, asset prices are modelled as geometric Brownian motion w...
Because volatility of the underlying asset price is a critical factor affecting option prices and he...
The purpose of this paper is to analyse different implications of the stochastic behavior of asset p...
The thesis is dealing with option pricing. The basic Black-Scholes model is described, along with th...
This paper examines alternative methods for pricing options when the underlying security volatilit...
While the stochastic volatility (SV) generalization has been shown to improve the explanatory power ...
Options are an important building block of modern financial markets. The theory underlying their val...
The paper proposes an original class of models for the continuous time price process of a financial ...
We consider a very general diffusion model for asset prices which allows the description of stochast...
This thesis studies a mathematical problem that arises in modeling the prices of option contracts in...
We develop a simple closed 0form valuation model for options when the volatility of the underlying a...
The purpose of this thesis is to review the evidence of non-constant volatility and to consider the ...
This paper offers a new approach for pricing options on assets with stochastic volatility. We start ...
The classical Black-Scholes analysis determines a unique, continuous, trading strategy which allows ...