This paper develops an equilibrium asset and option pricing model in a production economy under jump diffusion. The model provides analytical formulas for an equity premium and a more general pricing kernel that links the physical and risk-neutral densities. The model explains the two empirical phenomena of the negative variance risk premium and implied volatility smirk if market crashes are expected. Model estimation with the S&P 500 index from 1985 to 2005 shows that jump size is indeed negative and the risk aversion coefficient has a reasonable value when taking the jump into account. © 2010 Wiley Periodicals, Inc.link_to_subscribed_fulltex
This paper examines the equilibrium when negative stock market jumps (crashes) can occur, and invest...
This paper aims to extend the analytical tractability of the Black–Scholes model to alternative mode...
In general, the daily logarithmic returns of individual stocks are not normally distributed. This po...
This dissertation contains four autonomous academic papers on asset pricing models with jump process...
This paper develops an equilibrium asset and option pricing model in a production economy under jum...
Jump-diffusions are a class of models that is used to model the price dynamics of assets whose value...
The paper examines equilibrium models based on Epstein–Zin preferences in a framework in which exoge...
In this survey we shall focus on the following issues related to jump-diffusion mod-els for asset pr...
We examine equilibriummodels based on Epstein-Zin preferences in a frame-work where exogenous state ...
Several existing pricing models of financial derivatives as well as the effects of volatility risk a...
This thesis studies equilibrium asset prices and variance risk premia (VRP) with three classes of ...
This paper is concerned with option pricing in an incomplete market driven by a jump-diffusion proce...
This paper studies the equity premium and option pricing under the general equilibrium framework tak...
This thesis comprises of three essays that explore the theoretical development as well as the empi...
AbstractIn this paper we find numerical solutions for the pricing problem in jump diffusion markets....
This paper examines the equilibrium when negative stock market jumps (crashes) can occur, and invest...
This paper aims to extend the analytical tractability of the Black–Scholes model to alternative mode...
In general, the daily logarithmic returns of individual stocks are not normally distributed. This po...
This dissertation contains four autonomous academic papers on asset pricing models with jump process...
This paper develops an equilibrium asset and option pricing model in a production economy under jum...
Jump-diffusions are a class of models that is used to model the price dynamics of assets whose value...
The paper examines equilibrium models based on Epstein–Zin preferences in a framework in which exoge...
In this survey we shall focus on the following issues related to jump-diffusion mod-els for asset pr...
We examine equilibriummodels based on Epstein-Zin preferences in a frame-work where exogenous state ...
Several existing pricing models of financial derivatives as well as the effects of volatility risk a...
This thesis studies equilibrium asset prices and variance risk premia (VRP) with three classes of ...
This paper is concerned with option pricing in an incomplete market driven by a jump-diffusion proce...
This paper studies the equity premium and option pricing under the general equilibrium framework tak...
This thesis comprises of three essays that explore the theoretical development as well as the empi...
AbstractIn this paper we find numerical solutions for the pricing problem in jump diffusion markets....
This paper examines the equilibrium when negative stock market jumps (crashes) can occur, and invest...
This paper aims to extend the analytical tractability of the Black–Scholes model to alternative mode...
In general, the daily logarithmic returns of individual stocks are not normally distributed. This po...