[Abstract] In the pricing of fixed rate mortgages with prepayment and default options, we introduce jump-diffusion models for the house price evolution. These models take into account sudden changes in the price (jumps) during bubbles and crisis situations in real estate markets. After posing the models based on partial-integro differential equations (PIDE) problems for the contract, insurance and the fraction of the total loss not covered by the insurance (coinsurance), we propose appropriate numerical methods to solve them.This work has been partially funded by MINECO of Spain (Project MTM2013-47800-C2-1-P)
AbstractIn this paper we find numerical solutions for the pricing problem in jump diffusion markets....
A traditional model for financial asset prices is that of a solution of a stochastic differential eq...
I develop Heath-Jarrow-Morton extensions of the Vasicek and Jamshidian pure-diffusion models, extend...
Mortgage is an important factor in real estate business. The deals done based on the long-term inves...
Abstract. This paper discusses extensions of the implied diffusion approach of Dupire (1994) to asse...
The jump phenomenons of many financial assets prices have been observed in many empirical papers. In...
For insurance risks, jump processes such as homogeneous/non-homogeneous compound Poisson processes a...
It is a well known fact that local scale invariance plays a fundamental role in the theory of deriva...
This dissertation contains four autonomous academic papers on asset pricing models with jump process...
[Abstract] In this paper we consider the valuation of fixed-rate mortgages including prepayment and ...
Several existing pricing models of financial derivatives as well as the effects of volatility risk a...
In this paper, we suggest a jump diffusion model in markets during financial crisis. Using risk-neut...
This doctoral thesis comprises three research papers that seek to improve and create corporate and s...
Jump-diffusions are a class of models that is used to model the price dynamics of assets whose value...
In this paper, we first present a nonlinear structural model for pricing mortgage-backed securities....
AbstractIn this paper we find numerical solutions for the pricing problem in jump diffusion markets....
A traditional model for financial asset prices is that of a solution of a stochastic differential eq...
I develop Heath-Jarrow-Morton extensions of the Vasicek and Jamshidian pure-diffusion models, extend...
Mortgage is an important factor in real estate business. The deals done based on the long-term inves...
Abstract. This paper discusses extensions of the implied diffusion approach of Dupire (1994) to asse...
The jump phenomenons of many financial assets prices have been observed in many empirical papers. In...
For insurance risks, jump processes such as homogeneous/non-homogeneous compound Poisson processes a...
It is a well known fact that local scale invariance plays a fundamental role in the theory of deriva...
This dissertation contains four autonomous academic papers on asset pricing models with jump process...
[Abstract] In this paper we consider the valuation of fixed-rate mortgages including prepayment and ...
Several existing pricing models of financial derivatives as well as the effects of volatility risk a...
In this paper, we suggest a jump diffusion model in markets during financial crisis. Using risk-neut...
This doctoral thesis comprises three research papers that seek to improve and create corporate and s...
Jump-diffusions are a class of models that is used to model the price dynamics of assets whose value...
In this paper, we first present a nonlinear structural model for pricing mortgage-backed securities....
AbstractIn this paper we find numerical solutions for the pricing problem in jump diffusion markets....
A traditional model for financial asset prices is that of a solution of a stochastic differential eq...
I develop Heath-Jarrow-Morton extensions of the Vasicek and Jamshidian pure-diffusion models, extend...