We develop a method for pricing long and short positions in European options modeled by jump diffusion process (where the jump component of the stock return represents “non-systematic ” risk) inclusive of transaction costs. We compute the total transaction costs and the turnover for different option types, transaction cost regimes, and revision interval lengths
Using the solution of one-sided exit problem, a procedure to price Parisian barrier options in a jum...
A stochastic volatility jump-diffusion model for pricing derivatives with jumps in both spot return ...
When the underlying asset of an option displays oscillations, spikes or heavy-tailed distributions, ...
Jump-diffusions are a class of models that is used to model the price dynamics of assets whose value...
Since Black and Scholes´s paper ([2]) presents a formula to pricing option, there has been an increa...
We propose a stochastic volatility jump-diffusion model for option pricing with contemporaneous jump...
Tese de mestrado em Matemática Financeira, apresentada à Universidade de Lisboa, através da Faculdad...
In this paper, we introduce a unifying approach to option pricing under continuous-time stochastic v...
Several existing pricing models of financial derivatives as well as the effects of volatility risk a...
International audienceUsing Malliavin calculus techniques, we derive an analytical formula for the p...
The jump phenomenons of many financial assets prices have been observed in many empirical papers. In...
We extend the stochastic volatility model in Moretto et al. [MPT05] to a stochastic volatility jump-...
This article reviews a pricing model, suitable for variance-gamma jump processes, based on the metho...
We derive a computable approximation for the value of a European call option when prices satisfy a j...
The author develops a simple, discrete time model to value options when the underlying process follo...
Using the solution of one-sided exit problem, a procedure to price Parisian barrier options in a jum...
A stochastic volatility jump-diffusion model for pricing derivatives with jumps in both spot return ...
When the underlying asset of an option displays oscillations, spikes or heavy-tailed distributions, ...
Jump-diffusions are a class of models that is used to model the price dynamics of assets whose value...
Since Black and Scholes´s paper ([2]) presents a formula to pricing option, there has been an increa...
We propose a stochastic volatility jump-diffusion model for option pricing with contemporaneous jump...
Tese de mestrado em Matemática Financeira, apresentada à Universidade de Lisboa, através da Faculdad...
In this paper, we introduce a unifying approach to option pricing under continuous-time stochastic v...
Several existing pricing models of financial derivatives as well as the effects of volatility risk a...
International audienceUsing Malliavin calculus techniques, we derive an analytical formula for the p...
The jump phenomenons of many financial assets prices have been observed in many empirical papers. In...
We extend the stochastic volatility model in Moretto et al. [MPT05] to a stochastic volatility jump-...
This article reviews a pricing model, suitable for variance-gamma jump processes, based on the metho...
We derive a computable approximation for the value of a European call option when prices satisfy a j...
The author develops a simple, discrete time model to value options when the underlying process follo...
Using the solution of one-sided exit problem, a procedure to price Parisian barrier options in a jum...
A stochastic volatility jump-diffusion model for pricing derivatives with jumps in both spot return ...
When the underlying asset of an option displays oscillations, spikes or heavy-tailed distributions, ...