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題名:臺灣證券市場股票認購權證評價與避險之實證研究
書刊名:證券市場發展季刊
作者:林丙輝 引用關係王明傳 引用關係
作者(外文):Lin, Bing-hueiWang, Ming-chuan
出版日期:2001
卷期:13:1=49
頁次:頁1-29
主題關鍵詞:認購權證跳躍--擴散程序資訊時間模型Stock warrantJump-diffusion processInformation-time model
原始連結:連回原系統網址new window
相關次數:
  • 被引用次數被引用次數:期刊(5) 博士論文(0) 專書(0) 專書論文(0)
  • 排除自我引用排除自我引用:5
  • 共同引用共同引用:0
  • 點閱點閱:30
     本研究主要的目的在比較三種選擇權評價模型:Black-Scholes模式、資訊時間模式及Merton模式對臺灣證券市場股票認購權證評價之適用性。研究對象採用1997年9月至1999年12月上市之57種個股認購權證價格之日資料,研究期間自1997年9月至2000年3月止共2年7個月。實證結果發現,標的權證價格有明確的純粹擴散及跳躍-擴散現象存在,故認購權證標的證券價格變動假設為純粹擴散隨機過程或跳躍﹣擴散隨機過程比跳躍隨機過程為佳。但研究結果顯示三種模型在評價誤差、避險誤差標準差、避險比率及投資組合套利能力的分析比較上,三種模式的差異並不明顯。而根據評價結果,大部份認購權證實際價格高於理論價格,其可能原因包括:臺灣股市規模較小、有漲跌幅的限制、及其它人為因素的干預,以致於此市場無法充分反應市場資訊。另由於認購權證不允許賣空,故當認購權證價格高估時,投資者無法藉著套利操作使認購權證價格回歸合理價位。
     This study investigates the pricing and hedging of stock warrants in Taiwan stock market. Three option pricing models: the Black-Scholes model based on a diffusion process, the Information-Time model based on a jump process, and the Merton model based on a jump-diffusion process, are compared in terms of pricing and hedging performances. 57 listed stock warrants are included in the research sample. And research data contains the daily prices of sample warrants for the period from September 1997 to March 2000. The empirical evidence shows that the diffusion process or the jump-diffusion process is more reasonable than the pure jump process in describing the underlying stock price behavior. As a result, although trivial, the Merton model or the Black-Scholes model is superior to the Information-Time model, with the Merton model performs best among the 3 models. In general, however, the market prices of stock warrants remain largely unexplained by the theoretical prices calculated from any of the 3 models. This may be due to the market inefficiency and short-sell restrictions in the stock warrant market.
期刊論文
1.Jarrow, R. A.、Rosenfeld, E. R.(1984)。Jump Risks and the Intertemporal Capital Asset Pricing Model。Journal of Business,57(3),337-351。  new window
2.Press, S. J.(1967)。A Compound Events Model for Security Price。Journal of Business,40(3),317-335。  new window
3.Ball, Clifford A.、Torous, Walter N.(1985)。On Jumps in Common Stock Prices and Their Impact on Call Option Pricing。The Journal of Finance,40(1),155-173。  new window
4.Amin, Kaushik I.(1993)。Jump diffusion option valuation in discrete time。Journal of Finance,48(5),1833-1863。  new window
5.Bakshi, Gurdip、Cao, Charles、Chen, Zhiwu(1997)。Empirical Performance of Alternative Option Pricing Models。Journal of Finance,52(5),2003-2049。  new window
6.Merton, Robert C.(1976)。Option Pricing When Underlying Stock Returns are Discontinuous。Journal of Financial Economics,3(1/2),125-144。  new window
7.Oldfield, G.、Rogalski, R.、Jarrow, R.(1977)。An Autoregressive Jump Process for Common Stock Returns。Journal of Financial Economics,5,389-418。  new window
8.Dumas, Bernard、Fleming, Jeff、Whaley, Robert E.(1998)。Implied Volatility Functions: Empirical Tests。Journal of Finance,53(6),2059-2106。  new window
9.Black, Fischer、Scholes, Myron S.(1973)。The Pricing of Options and Corporate Liabilities。Journal of Political Economy,81(3),637-654。  new window
10.Cox, John C.、Ross, Stephen A.(1976)。The Valuation of Options for Alternative Stochastic Processes。Journal of Financial Economics,3(1/2),145-166。  new window
11.Booth, G.、Akgiray, V.(1986)。Stock Price Processes with Discontinuous Time Paths: An Empirical Examination。Financial Review,21,163-184。  new window
12.Ahn, C. M.(1992)。Option Pricing When the Jump Risk is Systematic。Mathematical Finance,2,299-308。  new window
13.Chang, C.(1995)。A No-Arbitrage Martingale Analysis for Jump-Diffusion Valuation。The Journal of Financial Research,18(3),351-381。  new window
14.Chang, J. S. K.、Chang, C.、Lim, K. G.(1998)。Information-Time Option Pricing: Theory and Empirical Evidence。Journal of Financial Economics,50(2),211-242。  new window
研究報告
1.Chang, C. W.、Chang, S. K.、Lim, K. G.(1998)。Pricing and Hedging Hong Kong Derivative Warrants in Information-Time。0。  new window
2.Yeh, S. K.、Lin, B. H.(1997)。An Empirical Study on Jump-Diffusion Process with Heteroskedasticity in Taiwan Stock Market。0。  new window
 
 
 
 
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