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請用此 Handle URI 來引用此文件: http://tdr.lib.ntu.edu.tw/jspui/handle/123456789/16543
完整後設資料紀錄
DC 欄位值語言
dc.contributor.advisor駱尚廉
dc.contributor.authorChing-Tsung Chengen
dc.contributor.author鄭清宗zh_TW
dc.date.accessioned2021-06-07T18:19:57Z-
dc.date.copyright2012-02-16
dc.date.issued2012
dc.date.submitted2012-01-17
dc.identifier.citationAbadie, L.M., Chamorro, J.M., 2008. European CO2 prices and carbon capture investments. Energy Economics 30, 2992-3015.
Ahmed, S., King, A.J., Parija, G., 2003. A multi-stage stochastic integer programming approach for capacity expansion under uncertainty. Journal of Global Optimization 26, 3 - 24.
Americanchemistry 2008. North American chlor-alkali industry: sustainability progress continues.
Anda, J., Golub, A., Strukova, E., 2009. Economics of climate change under uncertainty: Benefits of flexibility. Energy Policy 37, 1345-1355.
Arrow, K.J., Fisher, A.C., 1974. Environmental preservation, uncertainty, and irreversibility. Quarterly Journal of Economics 88, 312-319.
Azomahou, T., Laisney, F., Nguyen Van, P., 2006. Economic development and CO2 emissions: A nonparametric panel approach. Journal of Public Economics 90, 1347-1363.
Baxter, M., Rennie, A., 1997. Financial Calculus. Cambridge University Press, Camgridge, UK.
Billiot, M.J., Daughtrey, Z.W., 2001. Evaluating environmental liability through risk premiums charged on loans to agribusiness borrowers. Agribusiness 17 (2) 273–297.
Black, F., Myron, S., 1973. The pricing of options and corporate liabilities. The Journal of Political Economy 81, 637-654.
Bodily, S., Del Buono, M., 2002. Risk and reward at the speed of light: A new electricity price model. Energy Power Risk Management (Sep.), 66-71.
BOE, 2010. Taiwan's long-term power load forecast and long-term power development plan. Bureau of Energy, MOEA, Taiwan.
Bohnet, M., 2003. Ullmann's encyclopedia of industrial chemistry. 6th, completely rev. ed. Wiley-VCH, Weinheim.
Boyle, P., 1997. Options: a Monte Carlo approach. Journal of Financial Economics 4, 323-338.
Brealey, R.A., Myers, S.C., 1988. Principle of Corporate Finance. McGraw-Hill, New York, NY.
Brennan, M.J., Schwartz, E.S., 1978. Finite difference methods and jump processes arising in the pricing of contingent claims: A synthesis. Journal of Financial and Quantitative Analysis 13 (3), 461-474.
Brennan, M.J., Schwartz, E.S., 1985. Evaluating natural resource investment. Journal of Business 58 (2), 135-157.
Copeland, T.E., Antikarov, V., 2003. Real Options: A Practitioner's Guide. revised ed. Texere, New York.
Cortazar, G., Casassus, J., 1998. Optimal timing of a mine expansion: Implementing a real options model. The Quarterly Review of Economics and Finance 38, 755-769.
Cortazar, G., Schwartz, E.S., Salinas M., 1998. Evaluation environmental investments: a real options approach. Management Science 44 (8), 1059-1070.
Cox, J.C., Ross, S.A., Rubinstein, M., 1979. Option pricing: A simplified approach. Journal of Financial Economics 7, 229-263.
Diederen, P., Tongeren F.V., Van Der Veen H., 2003. Returns on investments in energy-saving technologies under energy price uncertainty in Dutch greenhouse horticulture. Environmental and Resource Economics 24, 379-394.
Dixit, A.K., Pindyck, R.S., 1994. Investment under Uncertainty. Princeton University Press, Princeton, N.J.
Dixit, A.K., Pindyck, R.S., 1995. The options approach to capital investment. Harvard Business Review (May-June), 105-115.
Duan, J.C., 1995. The GARCH option pricing model. Mathematical Finance 5, 13-32.
Duku-Kaakyire, A., Nanang D.M., 2004. Application of real options theory to forestry investment analysis. Forest Policy and Economics 6, 539-552.
Euro Chlor, 2009. Chlorine Industry Review 2008-2009.
European Commission, 2001. Reference Document on Best Available Techniques in the Chlor-Alkali Manufacturing Industry.
Fuss, S., Johansson, D.J.A., Szolgayova, J., Obersteiner, M., 2009. Impact of climate policy uncertainty on the adoption of electricity generating technologies. Energy Policy 37, 733-743.
Geske, R., 1979. The valuation of compound options. Journal of Financial Economics 7, 63-81.
Goldberg, R., Read, J., 2000. Dealing with a price-spike. World Energy and Power Risk Management (May), 39-41.
Graham, J., Harvey, C., 2002. How do CFOs make capital budgeting and capital structure decisions? Journal of Applied Corporate Finance 15, 8-23.
Gupta, A., Maranas C.D., 2003. Market-based pollution abatement strategies: risk management using emission option contracts. Industrial & Engineering Chemistry Research 42, 802-810.
Herbst A.F., 2002. Capital Asset Investment: Strategy, Tactics & Tools. John Wiley & Sons, West Sussex, U.K.
Hirst, E., 1990. Benefits and costs of flexibility--Short-lead-time power plants. Long Range Planning 23, 106-115.
Hull. J.C., 2003. Options, Futures, and Other Derivatives. Fifth ed. Prentice Hall, N.J.
Hull, J.C., White, A.D., 1987. The pricing of options on assets with stochastic volatilities. Journal of Finance 42, 281-300.
International Energy Agency, 2009. World energy outlook 2009. International Energy Agency, Paris.
Kester, W.C., 1984. Today's options for tomorrow's growth. Harvard Business Review 62, 153-160.
Kiriyama, E., Suzuki, A., 2004. Use of real options in nuclear power plant valuation in the presence of uncertainty with CO2 emission credit. Journal of Nuclear Science and Technology 41, 756-764.
Kjærland, F., 2007. A real option analysis of investments in hydropower--The case of Norway. Energy Policy 35, 5901-5908.
Krook, J., Carlsson, A., Eklund, M., Frändegård, P., Svensson, N., 2011. Urban mining: hibernating copper stocks in local power grids. Journal of Cleaner Production 19, 1052-1056.
Lambie, N.R., 2002. Analysing the effect of a distribution of carbon permits on firm investment. The 46th Annual Conference of the Australian Agricultural and Resource Economics Society.
Lin, T.T., Ko, C.C., Yeh, H.N., 2007. Applying real options in investment decisions relating to environmental pollution. Energy Policy 35, 2426-2432.
Louberge, H., Villeneuve, S., Chesney, M., 2002. Long-term risk management of nuclear waste: a real options approach. Journal of Economic Dynamics & Control 27, 157-180.
Luenberger, D.G., 1997. Investment Science. Oxford University Press, New York, N.Y.
Lund, M.W., 1999. Real options in offshore oil field development projects. The 3rd Annual Real Options Conference, Leiden, The Netherlands.
Lundgren, T., 2003. A real options approach to abatement investments and green goodwill. Environmental and Resource Ecomomics 25, 17-31.
Marreco, J.d.M., Carpio, L.G.T., 2006. Flexibility valuation in the Brazilian power system: A real options approach. Energy Policy 34, 3749-3756.
McDonald, R., Siegel, D., 1986. The value of waiting to invest. Quarterly Journal of Economics 101 (4), 707-727.
Merton, R.C., 1973. Theory of rational option pricing. The Bell Journal of Economics and Management Science 4, 141-183.
Ministry of the Environment, Government of Japan, 2002. Minamata disease: the history and measures.
Mitchell, F.R., Hamilton, W.F., 1988, Managing R&D as a strategic option. Research Technology Management 31 (3), 15-22.
Mukherjee, A.B., Zevenhoven, R., Brodersen, J., Hylander, L.D., Bhattacharya, P., 2004. Mercury in waste in the European Union: sources, disposal methods and risks. Resources, Conservation and Recycling 42, 155-182.
Myers, S.C., 1977. Determinants of corporate borrowing. Journal of Financial Economics 5, 147-175.
Nichols, N.A., 1994. Scientific management at Merck: An interview with CFO Judy Lewent. Harvard Business Review 72, 88-99.
Pak, D., Pornsalnuwat, N., Ryan, S.M., 2004. The effect of technological improvement on capacity expansion for uncertain exponential demand with lead times. Engineering Economist 49, 95-118.
Perlitz, M., Peske, T., Schrank, R., 1999. Real options valuation: the new frontier in R&D project evaluation? R&D Management 29 (3), 255-269 23.
Pindyck, R.S., 2002. Optimal timing problems in environmental economics. Journal of Economic Dynamics & Control 26, 1677-1697.
Queslati, S.K., 1999. Evaluation of nested and parallel real options: Case study of Ford’s investment in fuel cell technology. Master of Science thesis, Technology and Policy Program, MIT, Cambridge, MA.
Ramírez, N., 2002. Valuing flexibility in infrastructure developments: the Bogota water supply expansion plan. Submitted to the Engineering Systems Division in partial fulfillment of the requirements for the Degree of Master of Science in Technology and Policy at the Massachusetts Institute of Technology.
Samuelson, P.A., 1965. Proof that properly anticipated prices fluctuate randomly. Industrial Management Review 6, 41-49.
Saphores, J.D.M., Carr, P., 1998. Pollution reduction, environmental uncertainty, and the irreversibility effect. Université Laval - Département d'économique.
Saphores, J.D.M., 2001. The option value of harvesting a renewable resource. working paper, School of Social Ecology and Economics, University of California, Irvine.
Sekar, R.C., 2005. Carbon dioxide capture from coal-fired power plants: A real options analysis. MIT - Laboratory for Energy & the Environment, Cambridge, MA, LFEE 2005-002 RP.
Sharp, D., 1991. Uncovering the hidden value in high -risk investments. Sloan Management Review 32 (2), 69-74.
Siegel, D.R., Smith, J.L., Paddock, J. L., 1987. Valuing offshore oil properties with option picing models. Midland Corporate Finance Journal 5 (Spring), 22-30.
Srinivasan, V., Arora, P., Ramadass, P., 2006. Report on the Electrolytic Industries for the Year 2004. Journal of The Electrochemical Society 153, K1-K14.
Sun, J.W., 1999. The nature of CO2 emission Kuznets curve. Energy Policy 27, 691-694.
Szolgayova, J., Fuss, S., Obersteiner, M., 2008. Assessing the effects of CO2 price caps on electricity investments--A real options analysis. Energy Policy 36, 3974-3981.
Tourinho, O.A., 1979. The option value of reserves of natural resources: An option pricing approach. Unpublished Ph. D. dissertation, University of California, Berkeley.
Trigeorgis, L., Mason S.P., 1987. Valuing managerial flexibility. Midland Corporate Finance Journal (spring), 14-21.
Trigeorgis, L., 1993. The nature of option interactions and the valuation of investments with multiple real options. The Journal of Financial and Quantitative Analysis 28 (1), 1-20.
Trigeorgis, L., 1993. Real options and interactions with financial flexibility. Financial Management 22, 202-224.
Trigeorgis L., 1996. Real Options: Managerial Flexibility and Strategy in Resource Allocation. MIT Press, Cambridge, MA.
Tucker, M., 1995. Carbon dioxide emissions and global GDP. Ecological Economics 15, 215-223.
van Benthem, A.A., Kramer, G.J., Ramer, R., 2006. An options approach to investment in a hydrogen infrastructure. Energy Policy 34, 2949-2963.
Vernimmen, P., Quiry, P., 2005. Corporate finance : theory and practice. Wiley, Chichester ; Hoboken, NJ.
Wang, T., Neufville, R.D., 2004. Building real options into physical systems with stochastic mixed-integer programming. The 8th Annual Real Options International Conference, Montreal, Canada.
Wirl, F., 2004. International greenhouse gas emissions when global warming is a stochastic process. Applied Stochastic Models in Business and Industry 20, 95-114.
World Chlorine Council, 2007. Sustainability Commitments and Actions.
Wu, G., Fan, Y., Liu, L.C., Wei, Y.M., 2008. An empirical analysis of the dynamic programming model of stockpile acquisition strategies for China's strategic petroleum reserve. Energy Policy 36, 1470-1478.
Ye, S., Tiong, R.L.K., 2000. NPV-at-Risk method in infrastructure project investment evaluation. Journal of Construction Engineering and Management 126, 227-233.
Zhang, X.B., Fan, Y., Wei, Y.M., 2009. A model based on stochastic dynamic programming for determining China's optimal strategic petroleum reserve policy. Energy Policy 37, 4397-4406.
dc.identifier.urihttp://tdr.lib.ntu.edu.tw/jspui/handle/123456789/16543-
dc.description.abstract政府的環境政策及企業因應環保之投資策略影響未來之環境品質及企業之永續發展至鉅。然而環境問題的不確定性,包括技術的與環境的,在數量上相較以前增加了許多,尤其因應地球暖化與能源環境政策的問題,使得企業經營的風險暴露程度升高。因此政府在制定各種環境管制政策或標準時,必需將未來環境的不確定性因素考慮在內,才不致造成企業對於進行環保投資的延遲,亦或過度的投資,而造成不經濟之結果。
傳統上無論政府的環境政策之制定方法或企業因應之環保投資策略決策方法,大多未能以量化之方法納入環境不確定性分析,造成決策需承擔未來較大的風險。經由文獻回顧顯示,實質選擇權分析(ROA)方法自1980年代開始,就逐漸被應用於評估天然資源開採及R&D等涉及高度不確定性的投資計畫,並自1990年代末期被應於許多環境議題相關之決策分析。本論文應用實質選擇權方法於四個能源環境相關之投資與策略分析。
首先,實質選擇權方法被應用於評估一個廢棄物資源化工廠的投資策略,由於本項投資面臨未來廢棄物處理服務費收入、回收產品出售價格、及處理成本等不確定性因素,因此以二項式實質選擇權法進行評價,並與淨現值法(NPV)比較。評析結果,在投資者同時擁有放棄及擴張選擇權之情況下,計畫現值與淨現值較NPV法分別增加了9.2%及52.4%,顯示管理彈性對計畫具有相當的策略性價值。進行敏感度分析的結果,亦顯示出影響計畫現值及投資報酬之主要因素。依據評價結果畫出的策略地圖,可供經理人在未來不同時間點上決策之參考依據。
  第二個案例是評估一個使用水銀電解槽法生產鹼氯之工廠,在面臨環境成本的增加及汞污泥廢棄物所需承擔的環境風險下,應在何時轉換為離子薄膜法的清潔生產製程。分析結果顯示,由於目前的環境成本尚不高,且法規亦不夠嚴格,因此尚無足夠的誘因促使業者進行清潔製程的轉換。但是基於水銀法製程造成的歷久性環境污染問題,業者應從企業社會責任的觀點,加速製程的轉換。
第三個案例應用連續的隨機實質選擇權模型於企業因應CO2排放管制之決策。企業在因應地球暖化之溫室氣體排放管制時,可以選擇裝置節能減碳設備,或減少產量以降低CO2排放總量,或接受政府的罰款,亦或購買碳權。但是因為裝置節能減碳設備涉及巨大的資本支出,且為不可回復的,而碳排放權之價格有隨時間變動之不確定性,因此應用實質選擇權分析方法可以決定(1)應投資計畫價值之門檻值(critical value) V*(受CO2排放權之交易價格影響)及(2)應進行投資設置減碳設備之時點。
  最後一個案例是分析電力業者在面臨國家清潔能源管制目標及未來電力需求與CO2排放權價格的不確定性下,如何採取最適的因應策略。由於清潔能源結構的調整涉及重大的資本支出及規劃興建期,因此策略的決定必需考慮前導期(lead time)。本研究發展出一個「改良式序列二項式複合實質選擇權評價模式」,可供業者應用於具有前導期的決策分析。研究結果亦發現,在二項樹(binomial lattice)的一些決策點上,其最適之清潔能源策略是與二項樹的發展路徑相依的,這是與標準的序列複合選擇權模型顯著的差異。此模型亦可加以一般化以應用於許多具有前導期的政府政策或資本投資評估上。
由本論文的實證研究結果顯示,相較於傳統的資本預算方法,實質選擇權分析法更能處理具有高度不確定性的決策問題,是值得政府在制定環境政策與企業評估因應策略時採用的重要工具。
zh_TW
dc.description.abstractGovernment environmental policy and enterprise environmental investment will significantly affect the environmental quality and the enterprise sustainability. The future environmental uncertainties, derived especially from climate change, have increased the enterprise risk exposure. These uncertainties should be considered in developing environmental policies and standards to prevent discouraging investment and/or causing overinvestment in environmental facility.
Owing to their static and nonflexible characteristics, traditional investment valuation methods such as net present value (NPV), internal rate of return (IRR), and so on suffer from flaws when making decisions under uncertainty. The discounted cash flow (DCF) appraisal does not account for the inherent strategic value of the project. The real options analysis (ROA) theory developed in the 1980s has been recognized as an alternative for investment under uncertainty. Theory of real options that underlies real assets is extended from the mathematical technique of financial options.
In this study, the real options analysis method is applied to four case studies related to environmental investment and/or policy decision. The first case concerns an investment of waste recovery plant that faces significant uncertainties of future waste treatment service fee, revenue of product sales, and operating costs. The analytical results show that the project value and net present value increased by 9.2% and 52.4%, respectively if the strategic value of the project is considered. Sensitivity analysis highlights the major factors that influences on the project net present value and return. The optimal decision resulting from the ROA is also sketched as a strategic roadmap that the decision maker can follow.
Increasing concerns over the release of mercury into the environment call for a cleaner production process in the chlor-alkali industry. Based on real option theory, the study develops an evaluation model for estimating the threshold and timing that trigger a process retrofit project under environmental uncertainty. After conducting numerical and sensitivity analyses on significant factors that affect corporate process retrofit behavior, the result shows that in the current environment and under current regulations, there are insufficient incentives to encourage firms to retrofit the mercury cell process, other than a significant increase in the environmental costs and/or strict enforcement of the current environmental policy. For a process that persistently emits toxic pollutants, it would be hoped that companies take a more socially responsible approach when considering the option of a process retrofit.
A continuous real option model developed by Dixit and Pindyck (1994) is applied to model the greenhouse gas reduction strategies for industries. Companies have options to invest in CO2 mitigation project, purchase carbon credits, reduce carbon emission by lowering production capacity, and suffer penalties for non-compliance. Considering the large irreversible capital investment in CO2 mitigation project and the uncertainties about future product and carbon credit market, the real options analysis will figure out the threshold project value and timing that will trigger the investment.
The energy industry, accounts for the largest portion of CO2 emissions, is facing the issue of compliance with the national clean energy policy. The methodology for evaluating the energy mix policy is crucial because of the characteristics of lead time embedded with the power generation facilities investment and the uncertainty of future electricity demand. In this study, a modified binomial model based on sequential compound options which may account for the lead time and uncertainty as a whole is established, and a numerical example on evaluating the optional strategies and the strategic value of the cleaner energy policy is also presented. It is found that the optimal decision at some nodes in the binomial tree is path dependent which is different from the standard sequential compound option model with lead time or time lag concept. The proposed modified binomial sequential compound real options model can be generalized and extensively applied to solve the general decision problems that deal with the long lead time of many government policies as well as capital intensive investments.
The empirical case studies show that real options analysis can well take account of uncertainties associated with environmental policy and corresponding strategies. The discrete-time model, compared to continuous-time model, is easier to the practitioners in government as well as in industry.
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dc.description.tableofcontents口試委員會審定書…………………………………………………i
誌謝…………………………………………………………………iii
中文摘要……………………………………………………………v
英文摘要……………………………………………………………vii
第一章 緒論…………………………………………………………1
1.1研究緣起…………………………………………………………1
1.2研究目的…………………………………………………………2
第二章 文獻回顧……………………………………………………5
2.1實質選擇權之發展………………………………………………5
2.2實質選擇權之理論發展…………………………………………6
2.3實質選擇權之應用發展…………………………………………8
2.3.1在資源開採方面之應用………………………………………8
2.3.2在研究發展方面之應用………………………………………8
2.3.3在能源環境政策方面之應用…………………………………10
第三章 研究方法……………………………………………………13
3.1研究假設…………………………………………………………13
3.2應用之理論與評價方法…………………………………………13
3.2.1連續時間隨機過程……………………………………………13
3.2.2實質選擇權之評價理論………………………………………16
3.2.3影響實質選擇權價值之因素…………………………………21
3.2.4二項式實質選擇權評價模型之應用…………………………23
3.2.5處理影響專案價值不確定性因素之方法……………………25
3.2.6資產報酬率波動度之異質性…………………………………26
3.2.7連續與非連續模型之應用時機………………………………26
第四章 廢棄物資源化工廠投資之決策分析………………………28
4.1前言………………………………………………………………28
4.2 MRGreen重金屬提鍊回收廠投資計畫概要 …………………29
4.2.1 MRGreen重金屬回收技術概述 ……………………………29
4.2.2目標市場………………………………………………………31
4.2.3建廠計畫………………………………………………………31
4.2.4營業收入………………………………………………………32
4.2.5營運費用………………………………………………………32
4.2.6計畫之管理彈性………………………………………………32
4.2.7計畫現金流量預估……………………………………………33
4.3實質選擇權分析…………………………………………………36
4.3.1影響計畫價值之不確定性因素………………………………36
4.3.2估計計畫之報酬率及標準差…………………………………40
4.3.3實質選擇權分析………………………………………………41
4.3.4敏感度分析(Sensitivity analysis)……………………………45
4.3.5計畫報酬率之波動度…………………………………………47
4.3.6折現率 (discount rate)………………………………………47
4.3.7NPV-at-risk評價………………………………………………49
4.3.8 風險值(VaR)…………………………………………………49
4.4實質選擇權分析結果之評析……………………………………50
4.4.1應用實質選擇權之必要性……………………………………50
4.4.2管理彈性對計畫之策略性價值………………………………51
4.4.3計畫之最適投資決策…………………………………………51
第五 章應用連續隨機實質選擇權模型於CO2排放之策略………53
5.1SD公司面臨之CO2排放管制問題概述…………………………53
5.2理論模型…………………………………………………………53
5.2.1模型假設………………………………………………………54
5.2.2實質選擇權模型推導…………………………………………54
5.3實質選擇權分析…………………………………………………56
5.3.1不同σ下投資機會價值F(V)受投資計畫價值V之影響………56
5.3.2不同δ下投資計畫門檻值V*與CO2排放權價格波動度σ之關係57
5.3.3投資計畫門檻值V*與 dividend rate δ之關係………………58
5.3.4投資計畫門檻值V*受無風險利率r 之影響…………………59
5.3.5投資計畫門檻值V*受δ、σ、及r 之共同影響………………60
第六章 應用實質選擇權法評估清潔製程轉換之時機……………62
6.1鹼氯工業概述……………………………………………………62
6.2清潔製程轉換評估模型推導……………………………………64
6.3清潔製程轉換評估數值例………………………………………68
6.4評估結論…………………………………………………………71
第七章 清潔能源發展策略分析……………………………………73
7.1清潔能源發展概述………………………………………………73
7.2改良式序列複合實質選擇權模型之建構………………………75
7.2.1二階段前導期模型……………………………………………76
7.2.2改良之序列複合選擇權………………………………………79
7.3數值例及政策分析………………………………………………81
7.3.1案例描述………………………………………………………81
7.3.2策略之選擇權…………………………………………………83
7.3.3改良式序列二項式複合實質選擇權…………………………86
7.4數值例說明………………………………………………………89
7.5政策分析…………………………………………………………93
7.6結語………………………………………………………………93
第八章 結論…………………………………………………………95
8.1考量不確定性對環境政策及投資策略的重要性………………95
8.2實質選擇權分析法應用於環境議題決策之重要性……………95
8.3實質選擇權應用於環境政策與投資策略的效用………………96
8.3.1廢棄物資源化工廠投資之決策………………………………96
8.3.2 CO2排放管制之決策…………………………………………97
8.3.3清潔製程轉換之時機…………………………………………98
8.3.4清潔能源發展策略分析………………………………………98
8.4未來研究建議……………………………………………………99
參考文獻 ……………………………………………………………101
圖 目 錄
圖3.1韋納過程(Weiner process)示意圖…………………………15
圖3.2二項式模型標的資產價值發展圖……………………………18
圖3.3評價實質選擇權的四步驟……………………………………24
圖4.1金屬濕式提鍊回收(MRGreen)技術處理流程 ………………29
圖4.2計畫現值變化…………………………………………………36
圖4.3廢棄物處理費範圍(95%信心水準) …………………………37
圖4.4回收產品出售價值範圍(95%信心水準) ……………………38
圖4.5廢棄物處理成本範圍(95%信心水準)………………….……39
圖4.6計畫報酬率之機率分配圖……………………………………40
圖4.7計畫NPV之機率分配圖 ………………………………………41
圖4.8計畫現值事件樹………………………………………………42
圖4.9選擇權價值計算(情境一)………………………………………43
圖4.10計畫之實質選擇權最佳投資決策圖(情境一) ………………44
圖4.11選擇權價值計算(情境二) ……………………………………45
圖4.12計畫之實質選擇權最佳投資決策圖(情境二) ………………45
圖4.13計畫淨現值之敏感度分析……………………………………46
圖4.14選擇權價值與計畫報酬率波動度之關係……………………47
圖4.15計畫報酬率及淨現值對折現率之敏感度分析………………48
圖5.1 CO2排放權價格x之波動度σ對計畫價值F(V)之影響………57
圖5.2不同δ下門檻值V*與CO2 排放權價格x波動度σ之關係………58
圖5.3投資計畫門檻值V*與dividend rate δ之關係…………………58
圖5.4計畫投資價值F(V)與dividend rate δ之關係…………………59
圖5.5投資門檻值V*與無風險利率r之關係…………………………59
圖5.6投資計畫門檻值V*受δ及σ之共同影響………………………60
圖5.7投資計畫門檻值V*受δ及r之共同影響…………………………61
圖5.8投資計畫門檻值V*受r及σ之共同影響…………………………61
圖6.1成對的門檻值[C1*, C2*]………………………………………69
圖6.2 C1*對C10的敏感度分析………………………………………70
圖6.3門檻值C1*與變異率σ1的關係…………………………………70
圖6.4門檻值C1*與r1的關係…………………………………………71
圖7.1乘數法二項式事件樹圖…………………………………………77
圖7.2台灣2010-2025期間之GDP發展事件樹圖……………………83
圖7.3各節點之平均發電成本代表符號圖……………………………86
圖7.4實質選擇權分析所得各節點之預期總發電成本………………88
圖7.52010-2025年期間台灣GDP之可能發展情況…………………90

表 目 錄
表4.1處理能量規劃及投資金額……………………………………31
表4.2預估營業收入趨勢……………………………………………32
表4.3預估單位處理成本趨勢………………………………………32
表4.4計畫前六年折舊費攤提表……………………………………34
表4.5計畫預估現金流量表…………………………………………35
表4.6計畫報酬率及NPV之統計量 …………………………………41
表4.7計畫實質選擇權價值與傳統NPV值 …………………………51
表6.1數值例水銀法鹼氯工廠基礎資料……………………………68
表7.1不同之經濟發展情境下各階段節點上之最適策略選擇……92
dc.language.isozh-TW
dc.subject管理彈性zh_TW
dc.subject前導期zh_TW
dc.subject實質選擇權zh_TW
dc.subject清潔能源zh_TW
dc.subject清潔生產zh_TW
dc.subject環境不確定性zh_TW
dc.subjectlead timeen
dc.subjectmanagerial flexibilityen
dc.subjectcleaner productionen
dc.subjectclear energyen
dc.subjectenvironmental uncertaintyen
dc.subjectreal optionsen
dc.title應用實質選擇權方法於環保投資與環境政策管理之決策分析zh_TW
dc.titleEnhancement of Decision-making for Environmental Investment and Environmental Policy Management using Real Option Analysisen
dc.typeThesis
dc.date.schoolyear100-1
dc.description.degree博士
dc.contributor.oralexamcommittee林達榮,馬鴻文,荷世平,蕭代基
dc.subject.keyword環境不確定性,管理彈性,清潔生產,清潔能源,實質選擇權,前導期,zh_TW
dc.subject.keywordenvironmental uncertainty,managerial flexibility,cleaner production,clear energy,real options,lead time,en
dc.relation.page107
dc.rights.note未授權
dc.date.accepted2012-01-17
dc.contributor.author-college工學院zh_TW
dc.contributor.author-dept環境工程學研究所zh_TW
顯示於系所單位:環境工程學研究所

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