不完全市场中稳健的良性边界——以台湾为例

IF 0.2 4区 经济学 Q4 ECONOMICS Hitotsubashi Journal of Economics Pub Date : 2017-06-01 DOI:10.15057/28615
Jun-Home Chen, Yu-Lieh Huang, Jow-Ran Chang
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引用次数: 1

摘要

当投资者担心模型的不确定性并在不完全市场中寻求稳健的定价决策时,我们扩展了Cochrane和Saa-Requejo(2000)的分析,得出了资产价格的良好交易边界。我们研究了所提出的定价边界的性质,并将这些边界应用于基础资产为非交易股票指数的欧洲期权的估值。我们发现,在模型不确定性的某些情况下,所提出的定价边界可以包括足够数量的实际期权价格,这与Cochrane和Saa-Requejo(2000)提出的良好交易边界的经验发现形成了对比。
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Robust good-deal bounds in incomplete markets: The case of Taiwan
We extend Cochrane and Saa-Requejoʼs (2000) analysis to derive good-deal bounds on asset prices when investors are concerned about model uncertainty and seek robust pricing decisions in incomplete markets. We investigate properties of the proposed pricing bounds and apply these bounds to value a European option whose underlying asset is a non-traded stock index. We find that, under certain circumstances of model uncertainty, the proposed pricing bounds can include sufficient amounts of the actual option prices, which is in contrast with the empirical finding of the good-deal bounds proposed by Cochrane and Saa-Requejo (2000).
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