On calibration methods for some financial models driven by non-Gaussian noises
In this paper we study the calibration problems arising in the fitting of non-gaussian models to financial data. We consider jump-diffusion models in the continuous time framework and Autoregressive Moving Average process (ARMA) with stable noises in the discrete time setting. We discuss asymptotic properties of the estimators and numerical implementation of the methods.
jump-diffusion ARMA stable Value at risk maximum likelihood
Pablo Olivares Alexander Alvarez
Risklab Toronto,University of Toronto at Mississauga. Toronto,Canada University of Havana,Department of Applied Mathematics,Havana,Cuba
国际会议
The First International Conference on Management Innovation(ICMI 2007)(管理创新会议)
上海
英文
475-477
2007-06-04(万方平台首次上网日期,不代表论文的发表时间)