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研究生: 李明政
Ming-cheng Lee
論文名稱: 氣體排放權金融商品之報酬率預測績效-GARCH模型之運用
Emission Allowance Financial Products Performance of Returns Forecasting-Using GARCH Model
指導教授: 林丙輝
Bing-Huei Lin
口試委員: 徐中琦
Jon-chi Shyu
黃彥聖
Yen-Sheng Huang
學位類別: 碩士
Master
系所名稱: 管理學院 - 財務金融研究所
Graduate Institute of Finance
論文出版年: 2007
畢業學年度: 95
語文別: 中文
論文頁數: 218
中文關鍵詞: 總量管制排放權許可證歐盟溫室氣體排放交易指令硫化物(二氧化硫)氮化物(氧化氮)酸雨計劃碳化物(二氧化碳)溫室氣體京都議定書排放權交易衍生商品訂價現貨價格模型報酬率預測移動視窗最適落後期數ARMA模型GARCH模型GJR-GARCH模型EGARCH模型
外文關鍵詞: Rolling Window, Forecasting, Spot Price Modeling, Derivative Pricing, Emissions Trading, Kyoto Protocol, Greenhouse Gas(GHG), Carbon Dioxide(CO2), Acid Rain Program, Nitrogen Oxide(NOX), Sulfur Dioxide(SO2), EU ETS, Emission Allowances, Total Control, Best Lag Stages, ARMA model, GARCH model, GJR-GARCH model, EGARCH model
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  • 本研究首先闡述氣體排放權交易由來及其理論依據,並探討國外有毒氣體排放管制制度的沿革,及全球主要氣體排放權相關金融商品市場概況,最後並蒐集氣體排放權相關金融商品評價的相關文獻,並以京都議定書承諾期第一階段(試行階段)歐洲溫室氣體排放權(European Union Allowances, EUAs)三大主要現貨市場Powernext、EEX、Nordpool為實證研究對象,探討其現貨價格日報酬率序列,配適性最佳及預測能力最好之條件均數、變異數模型。本研究假設其報酬率序列服從ARMA均數方程式模型,分別比較GARCH、GJR-GARCH、EGARCH等三種GARCH 變異數方程式模型,搭配誤差項服從Gaussian分配或Student's t 分配的假設,先分別分析三大現貨市場價格日報酬率序列ARMA均數方程式模型最適落後期數,再分別搭配三種GARCH模型及不同的誤差項分配型態的評估其模型最適落後期數,並驗證其在三大現貨市場價格日報酬率序列,樣本內(in-sample) 資料何種模型的配適能力較佳,最後利用移動視窗(rolling window)的方法比較在不同預測期間下,探討樣本外(out of sample)資料何種模型的預測能力較佳。實證結果顯示,歐洲溫室氣體排放權三大主要現貨市場價格報酬率序列,GJR-GARCH與EGARCH條件變異數模型在樣本內資料的配適能力,與樣本外資料的預測能力上,較GARCH模型相對較佳,符合三大主要現貨市場價格報酬率序列,存在有條件波動的不對稱性的假設,此外,本研究也發現Student's t分配在樣本內資料配適度相對較Gaussian分配佳,但在樣本外資料預測能力方面卻相反,反而以Gaussian分配較佳,因此,在本研究中顯示模型的配適度與預測能力未必是一致的結果。


    In this paper, the first expounded on gas emissions trading origin and theoretical basis, and explore abroad toxic gas emission control system has evolved, and major global gas emissions related financial products market, Finally, the right to collect gas emissions related to the evaluation of financial products related literature, and the Kyoto Protocol commitment to the first phase (pilot stage) European GHG emissions allowance EUAs(European Union Allowances, EUAs) three major spot markets Powernext, EEX and Nordpool to empirical study to discuss which model that in-the-sample fitted ability, and the out-of-sample predictive ability performs better. The assumption returns of EUAs obeyed the ARMA mean equation models, and combined with GARCH, GJR-GARCH, EGARCH three GARCH conditional variance model, with the assumption of GARCH residual in Gaussian distribution or Student's t distribution. Frist, respectively analysis the EUAs three major spot markets return sequences, how many lag stages of the ARMA model is the optimal formula, then, respectively mix of three different GARCH models and different distribution of GARCH models’s residual to assess the best lag stages of models, and to verify in the EUAs three major spot markets return sequences, what kind of model fitted ability of in-the-sample data is more suitable than others, finally using the “rolling window” method comparison under different forecasting horizons, discusses EUAs out-of-sample returns data, what kind of model predictive ability of out-of-sample is more appropriate than others. The empirical results show that the EUAs three main spot market price return sequence, GJR-GARCH and EGARCH condition variance model no matter in-the-sample fitted ability, or the out-of-sample predictive ability are relatively better than GARCH model, this may be attributed that the EUAs three main spot market price return sequence, the existence of a conditional asymmetric volatility assumption. In addition, this study also found that the EUAs three main spot market price return sequence, in-the-sample fitted ability, the assumption of GARCH residual in student's t distribution is more suitable than Gaussian distribution, but the out-of-sample predictive ability, the assumption of GARCH residual in Gaussian distribution is more appropriate than student's t distribution , therefore, in this study shows that the model fitted ability with the predictive ability is not necessarily consistent results.

    第一章 緒 論 1 1.1 研究背景 1 1.2 研究動機 3 1.3 研究架構 4 第二章 文 獻 探 討 6 2.1 排放權交易(ET)政策理論 6 2.2 其他相關政策工具理論 11 2.2.1 排放稅 11 2.2.2 跨國聯合執行 (JI) 12 2.2.3 清潔發展機制 (CDM) 16 2.2.4 自願減量協定 (Voluntary Agreements) 20 2.3 排放權交易模型理論 23 2.3.1影子價格: 24 2.3.2 排放物許可權系統(EPS)之理論模型 25 2.3.3周遭許可權系統(APS)之理論模型 29 2.4 衍生性金融商品理論 31 2.5 期貨商品定價模型理論 35 2.5.1 預期理論(expectation theory) 36 2.5.2 逆價(Backwardation)與反向倒貼(Contango) 37 2.5.3 持有成本模型(cost-of-carry theory) 38 2.6 選擇權商品定價模型理論 42 2.6.1 隨機漫步假說 43 2.6.2 歐式選擇權定價模型 44 第三章 排放權市場相關資料介紹 49 3.1 排放權交易制度說明 49 3.2 排放權交易制度發展過程 51 3.3 我國排放權交易制度說明 69 3.4 全球排放權交易市場概況 76 3.4.1美國二氧化硫(SO2)排放權交易市場 77 3.4.2美國氮氧化物(NOx)排放權交易市場 84 3.4.3京都議定書溫室氣體(GreenHouse Gas, GHG)交易市場 93 3.5 排放權衍生性金融商品概況 113 3.5.1 美國硫化物(SO2)、氮化物(NOx)氣體排放權衍生商品市場 113 3.5.2 歐洲溫室氣體(GHG)排放權衍生商品市場 122 3.6 全球排放權交易未來發展 125 第四章 研究方法與實證結果 128 4.1、研究方法 128 4.1.1、GARCH模型 128 4.1.2、GJR-GARCH模型 130 4.1.3、Exponential-GARCH模型 131 4.1.4、單根檢定 132 4.1.5、最適落後期的判斷準則 135 4.1.6、最適模型選擇準則 137 4.2、實證結果與分析 138 4.2.1、資料來源 139 4.2.2、資料處理 141 4.2.3、基本統計量分析 141 4.2.4、單根檢定與ARCH效果檢定 146 4.2.5、最適模型選擇分析 148 4.2.6、樣本內資料實證結果 152 4.2.7、樣本外資料實證結果 154 第五章 結論與建議 156 5.1、結論 156 5.2、建議 157 一、參 考 文 獻 159 二、附 表 資 料 174 三、附 錄 資 料 200

    本研究由於參考文獻、資料眾多,難免有所疏漏,如有引證錯誤或是遺漏的部份,煩請不吝指正,謝謝。
    Because of this study refer to many documents, information, it is inevitable omissions, if any errors or omissions cited part, I beg you not hesitate to correct me, thank you.
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