This paper compares two classes of models that allow for additional channels of correlation between asset returns: regime switching models with jumps and models with contagious jumps. Both classes of models involve a hidden Markov chain that captures good and bad economic states. The distinctive feature of a model with contagious jumps is that large negative returns and unobservable transitions of the economy into a bad state can occur simultaneously. We show that in this framework the filtered loss intensities have dynamics similar to self-exciting processes. Besides, we study the impact of unobservable contagious jumps on optimal portfolio strategies and filtering
In this paper we consider a utility maximization problem with defaultable stocks and looping contagi...
We introduce a bivariate Markov chain counting process with contagion for modelling the clustering a...
This dissertation contains four autonomous academic papers on asset pricing models with jump process...
© 2012 Dr. Jessie Xiaokang WangThis thesis develops a two-period rational expectations equilibrium (...
The current thesis attempts to highlight and offer some insight on the issues of regime shifts, cont...
Stocks are exposed to the risk of sudden downward jumps. Additionally, a crash in one stock (or inde...
This paper analyzes the equilibrium pricing implications of contagion risk in a Lucas-tree economy w...
The 2008 financial crisis has witnessed prices of assets traded on different exchange markets, of va...
This paper proposes a new approach to modelling financial transmission effects. In simultaneous syst...
We propose a model designed to capture the dynamics of asset returns, with periods of crises that ar...
Hawkes processes have been finding more applications in diverse areas of science, engineering and qu...
We introduce a class of analytically tractable jump processes with contagion effects by generalising...
A way to model the clustering of jumps in asset prices consists in combining a diffusion process wit...
The paper proposes a self-exciting asset pricing model that takes into account co-jumps between pric...
The paper proposes a self-exciting asset pricing model that takes into account co-jumps between pric...
In this paper we consider a utility maximization problem with defaultable stocks and looping contagi...
We introduce a bivariate Markov chain counting process with contagion for modelling the clustering a...
This dissertation contains four autonomous academic papers on asset pricing models with jump process...
© 2012 Dr. Jessie Xiaokang WangThis thesis develops a two-period rational expectations equilibrium (...
The current thesis attempts to highlight and offer some insight on the issues of regime shifts, cont...
Stocks are exposed to the risk of sudden downward jumps. Additionally, a crash in one stock (or inde...
This paper analyzes the equilibrium pricing implications of contagion risk in a Lucas-tree economy w...
The 2008 financial crisis has witnessed prices of assets traded on different exchange markets, of va...
This paper proposes a new approach to modelling financial transmission effects. In simultaneous syst...
We propose a model designed to capture the dynamics of asset returns, with periods of crises that ar...
Hawkes processes have been finding more applications in diverse areas of science, engineering and qu...
We introduce a class of analytically tractable jump processes with contagion effects by generalising...
A way to model the clustering of jumps in asset prices consists in combining a diffusion process wit...
The paper proposes a self-exciting asset pricing model that takes into account co-jumps between pric...
The paper proposes a self-exciting asset pricing model that takes into account co-jumps between pric...
In this paper we consider a utility maximization problem with defaultable stocks and looping contagi...
We introduce a bivariate Markov chain counting process with contagion for modelling the clustering a...
This dissertation contains four autonomous academic papers on asset pricing models with jump process...