Pricing Weather Derivatives:Based on Taiwan’s Weather Data

碩士 === 南台科技大學 === 企業管理系 === 92 === Weather derivatives have set up for many years, but there are no unified and standard pricing models until now. However, the current trend is towards setting up Weather Derivatives. Since the great temperature difference between winter and summer in Taiwan often le...

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Main Authors: Lin, Pei-Syun, 林佩珣
Other Authors: Huang, Hung-Hsi
Format: Others
Language:zh-TW
Published: 2004
Online Access:http://ndltd.ncl.edu.tw/handle/59225888176471722546
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spelling ndltd-TW-092STUT01210182016-11-22T04:12:28Z http://ndltd.ncl.edu.tw/handle/59225888176471722546 Pricing Weather Derivatives:Based on Taiwan’s Weather Data 氣候衍生性商品之定價─以台灣氣溫資料為例 Lin, Pei-Syun 林佩珣 碩士 南台科技大學 企業管理系 92 Weather derivatives have set up for many years, but there are no unified and standard pricing models until now. However, the current trend is towards setting up Weather Derivatives. Since the great temperature difference between winter and summer in Taiwan often leads to operation risk of power sources and climate industry. This study takes 30 years temperature data of Taiwan as sample, and refers to long-term temperature model with Alton and Stillberger (2002) proposed and it also joins the ARCH effect to estimate the changes of Taiwan temperature. Moreover, we considered effects of option price upon different variances and different market price of risk. The result shows that the heteroskedasticity ARCH forecasted is bigger than the fixed variance under the long-term temperature. Thus, the call option price under the fixed variation supposition is smaller theoretically. Moreover the put option price under the fixed variance is bigger by the actual material demonstrated. In addition, the mathematics proof proved the influence of the option price upon mean and difference standard of HDD/CDD is the same with the traditional Block-Scholes formula. Huang, Hung-Hsi 黃鴻禧 2004 學位論文 ; thesis 50 zh-TW
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description 碩士 === 南台科技大學 === 企業管理系 === 92 === Weather derivatives have set up for many years, but there are no unified and standard pricing models until now. However, the current trend is towards setting up Weather Derivatives. Since the great temperature difference between winter and summer in Taiwan often leads to operation risk of power sources and climate industry. This study takes 30 years temperature data of Taiwan as sample, and refers to long-term temperature model with Alton and Stillberger (2002) proposed and it also joins the ARCH effect to estimate the changes of Taiwan temperature. Moreover, we considered effects of option price upon different variances and different market price of risk. The result shows that the heteroskedasticity ARCH forecasted is bigger than the fixed variance under the long-term temperature. Thus, the call option price under the fixed variation supposition is smaller theoretically. Moreover the put option price under the fixed variance is bigger by the actual material demonstrated. In addition, the mathematics proof proved the influence of the option price upon mean and difference standard of HDD/CDD is the same with the traditional Block-Scholes formula.
author2 Huang, Hung-Hsi
author_facet Huang, Hung-Hsi
Lin, Pei-Syun
林佩珣
author Lin, Pei-Syun
林佩珣
spellingShingle Lin, Pei-Syun
林佩珣
Pricing Weather Derivatives:Based on Taiwan’s Weather Data
author_sort Lin, Pei-Syun
title Pricing Weather Derivatives:Based on Taiwan’s Weather Data
title_short Pricing Weather Derivatives:Based on Taiwan’s Weather Data
title_full Pricing Weather Derivatives:Based on Taiwan’s Weather Data
title_fullStr Pricing Weather Derivatives:Based on Taiwan’s Weather Data
title_full_unstemmed Pricing Weather Derivatives:Based on Taiwan’s Weather Data
title_sort pricing weather derivatives:based on taiwan’s weather data
publishDate 2004
url http://ndltd.ncl.edu.tw/handle/59225888176471722546
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