基于非对称效应模型的股票市场离散事件风险研究

Liang Yu, Zhao Xi-Nan, Zhang Li-Bing
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引用次数: 0

摘要

本文研究了基于非对称股票收益模型的离散事件风险模型。在该模型中,离散事件风险用随机跳跃-扩散过程描述,非对称效应用GJR-GARCH(广义自回归条件异方差)模型描述。采用模拟退火算法对模型参数进行估计。通过仿真方法,得到了预期收益的分布和区间估计值。对沪深证券市场指数的实证研究表明,将离散事件风险纳入非对称股票收益模型是合理和必要的
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Studies of Stock Market Discrete Event Risk Based on Asymmetric Effect Models
A discrete event risk model based on asymmetric stock return models was investigated in this paper. In this model, discrete event risk was described by random jump-diffusion process and the asymmetric effect was described by GJR-GARCH (generalized autoregression conditional heteroscedasticity) model. The model's parameters were estimated by simulated annealing algorithm. By simulation method, the distribution of intending return and the interval estimation value was obtained. The empirical study on index of Shanghai and Shenzhen security markets shows it's reasonable and necessary to incorporate discrete event risk to asymmetric stock return model
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