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Modeling investment guarantees in Japan: A risk-neutral GARCH approach

机译:在日本建立投资担保模型:风险中性的GARCH方法

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摘要

The variable annuity market in Japan is still young, but growing rapidly. Most variable annuities in Japan are sold with one or more investment guarantees, such as a Guaranteed Minimum Maturity Benefit (GMMB), which guarantees that the ultimate annuity principal will not fall below a pre-set level regardless of the underlying investment performance. Of interest to financial institutions selling variable annuities is the cost associated with such a guarantee. Although the Black-Scholes option pricing formula can be applied readily, the resulting price might be inaccurate because returns on the Japanese stock price index do not seem to behave as assumed in the formula. In this study, we propose a method for valuing investment guarantees on the basis of a GARCH-type model, which better captures the characteristics of the stock price index. A difficulty in option-pricing with GARCH is the identification of a risk-neutral probability measure. We solve this problem by considering the conditional Esscher transform. Computational details of the proposed method are illustrated by valuing costs of two popular investment guarantees in Japan.
机译:日本的可变年金市场还很年轻,但是发展迅速。在日本,大多数可变年金都是通过一项或多项投资担保出售的,例如保证最低期限收益(GMMB),它保证最终年金本金将不会低于预设水平,而与基础投资表现无关。出售可变年金的金融机构感兴趣的是与此类担保相关的成本。尽管Black-Scholes期权定价公式可以很容易地应用,但是由于日本股票价格指数的收益似乎不像公式中假定的那样,因此得出的价格可能不准确。在这项研究中,我们提出了一种基于GARCH类型模型的投资担保评估方法,该方法可以更好地捕捉股票价格指数的特征。用GARCH进行期权定价的困难是确定风险中立的概率度量。我们通过考虑条件Esscher变换来解决此问题。通过评估日本两种流行的投资担保的成本,说明了该方法的计算细节。

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