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不完美市場下之選擇權定價:評論

Option Pricing in Imperfect Markets: A Comment

摘要


本文係針對許溪南(1997)所發表之不完美市場下之選擇權定價模式提出幾點評論。許溪南(1997)認為當市場非完美時,無法藉由適當股票與選擇權部位形成無風險投資組合,Black-Scholes風險中立評價將無法成立。其以套利不完全之論點,導出選擇權價格應滿足之二次偏微分方程,進而解出一類似Black-Scholes的封閉式選擇權評價模式,並宣稱當市場趨近完美時,其模式即為Black-Scholes模式。許溪南(1997)之論文確有一番見解,但其模式卻有些問題。本文即針對其模式推導中的幾個問題加以討論。

並列摘要


This paper comments on the study of option pricing in imperfect markets presented by Hsu (1997). Based on an argument of incomplete arbitrage mechanism, he firstly derives a second order partial differential equation for option prices, then solves the equation and obtains a closed-form solution similar to the Black-Scholes formula. He also claims that when the market is perfect, his model converges to the Black-Scholes model. Although Hsu's derivation provides a different perspective for option pricing, there are, unfortunately, some faults on it.

被引用紀錄


呂嘉新(2014)。商品存貨與基差之非對稱效應對於避險績效之影響〔碩士論文,淡江大學〕。華藝線上圖書館。https://doi.org/10.6846/TKU.2014.01081

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