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      Appraisal of Revenue Cap Agreement in BOT Project Finance

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      https://www.riss.kr/link?id=A101618176

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      다국어 초록 (Multilingual Abstract) kakao i 다국어 번역

      Limited public funds for infrastructures have the government consider joining the private in a BOT project finance scheme. Generally, the BOT projects entail lots of managerial flexibilities that may induce the radical change of project's cash flows, an asymmetric payoff, when facing on the uncertainties comes from the BOT project finance's unique characteristics. Among various managerial flexibilities occur in the BOT projects, the revenue cap agreement is frequently used to protect the government from the private's revenue exploitation. However, its impact on the project value is not well understood because the popular capital budgeting theory, NPV(Net Present Value) analysis, is limited to assess the contingency of this agreement. The purpose of this paper is to develop the numerical model to better assess the impact of the revenue cap agreement on the project value with the concept of the option pricing theory and to suggest a theoretical framework in quantitatively evaluating this agreement. The approach applied in this paper is justified with the hypothetical BOT toll case to show its applicability and some meaningful conclusions are drawn from. The results by the option pricing concept are scrutinized over those by NPV analysis and, finally, the revenue cap value appears significant relative to the project value.
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      Limited public funds for infrastructures have the government consider joining the private in a BOT project finance scheme. Generally, the BOT projects entail lots of managerial flexibilities that may induce the radical change of project's cash flows, ...

      Limited public funds for infrastructures have the government consider joining the private in a BOT project finance scheme. Generally, the BOT projects entail lots of managerial flexibilities that may induce the radical change of project's cash flows, an asymmetric payoff, when facing on the uncertainties comes from the BOT project finance's unique characteristics. Among various managerial flexibilities occur in the BOT projects, the revenue cap agreement is frequently used to protect the government from the private's revenue exploitation. However, its impact on the project value is not well understood because the popular capital budgeting theory, NPV(Net Present Value) analysis, is limited to assess the contingency of this agreement. The purpose of this paper is to develop the numerical model to better assess the impact of the revenue cap agreement on the project value with the concept of the option pricing theory and to suggest a theoretical framework in quantitatively evaluating this agreement. The approach applied in this paper is justified with the hypothetical BOT toll case to show its applicability and some meaningful conclusions are drawn from. The results by the option pricing concept are scrutinized over those by NPV analysis and, finally, the revenue cap value appears significant relative to the project value.

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      참고문헌 (Reference)

      1 전재범, "전략적 의사결정을 고려한 프로젝트 파이낸스 민자사업의 재무타당성 분석에 관한 연구" 국토연구원 61 : 25-39, 2009

      2 Luehrman,T, "What’s It Worth? A General Managers Guide to Valuation" Harvard Business Publishing 75 (75): 132-142, 1997

      3 Cheah,Y.J., "Valuing Governmental Support in Infrastructure Projects as Real Options Using Monte Carlo Simulation" Taylor & Francis, Books and Journals 24 : 545-554, 2006

      4 Hull,J, "Valuing Derivative Securities Using the Explicit Finite Difference Method" Univ. of Washington 25 (25): 87-100, 1990

      5 Jun,Jae Bum, "Valuation of Governmental Guarantee in BOT Project Finance with Real Option Analysis" Texas A&M Univ 2008

      6 Jun,Jae Bum, "Valuation of Governmental Guarantee in BOT Infrastructure Project with Real Option Analysis" 2008

      7 Merton,R.C, "Theory of Rational Option Pricing" American Telephone and Telegraph Co. 4 : 141-183, 1973

      8 Mason,S.P., "The Role of Contingent Claims Analysis in Corporate Finance. Recent Advances in Corporate Finance" Richard D. Irwin Inc. 1985

      9 Black,F., "The Pricing of Options and Corporate Liabilities" Univ. of Chicago. 81 : 637-654, 1973

      10 Augenblick,M., "The Build, Operate and Transfer(“BOT”) Approach to Infrastructure Projects in Developing Countries" The World Bank 1990

      1 전재범, "전략적 의사결정을 고려한 프로젝트 파이낸스 민자사업의 재무타당성 분석에 관한 연구" 국토연구원 61 : 25-39, 2009

      2 Luehrman,T, "What’s It Worth? A General Managers Guide to Valuation" Harvard Business Publishing 75 (75): 132-142, 1997

      3 Cheah,Y.J., "Valuing Governmental Support in Infrastructure Projects as Real Options Using Monte Carlo Simulation" Taylor & Francis, Books and Journals 24 : 545-554, 2006

      4 Hull,J, "Valuing Derivative Securities Using the Explicit Finite Difference Method" Univ. of Washington 25 (25): 87-100, 1990

      5 Jun,Jae Bum, "Valuation of Governmental Guarantee in BOT Project Finance with Real Option Analysis" Texas A&M Univ 2008

      6 Jun,Jae Bum, "Valuation of Governmental Guarantee in BOT Infrastructure Project with Real Option Analysis" 2008

      7 Merton,R.C, "Theory of Rational Option Pricing" American Telephone and Telegraph Co. 4 : 141-183, 1973

      8 Mason,S.P., "The Role of Contingent Claims Analysis in Corporate Finance. Recent Advances in Corporate Finance" Richard D. Irwin Inc. 1985

      9 Black,F., "The Pricing of Options and Corporate Liabilities" Univ. of Chicago. 81 : 637-654, 1973

      10 Augenblick,M., "The Build, Operate and Transfer(“BOT”) Approach to Infrastructure Projects in Developing Countries" The World Bank 1990

      11 Boer,F.P, "Risk-Adjusted Valuation of R&D Projects" Technomic Publishing Co 50-58, 2003

      12 Copeland,T.E., "Real Options:A Practitioner’s Guide." Texere LLC 2001

      13 Amram,M., "Real Options: Managing Strategic Investment in an Uncertain World" Harvard Business School Press 1999

      14 Trigeorgis,L, "Real Options-Managerial Flexibility and Strategy in Resource Allocation" The MIT Press 1999

      15 Mello,A.S., "Real Options with Market Risks and Private Risks" Financial Management Association 15 (15): 89-101, 2003

      16 Moon,J, "Real Options Analysis: Tools and Techniques for Valuing Strategic Investments and Decision" John Wiley & Sons, Inc. 2002

      17 Meredith,J.R., "Project Management : A Managerial Approach" Project Management : A Managerial Approach 1995

      18 Finnerty,J.D, "Project Financing:Asset-Based Financial Engineering." John Wiley & Sons,Inc 1996

      19 Walker,C., "Privatized Infrastructure–The BOT Approach" Thomas Telford Ltd 1995

      20 Hull,J, "Options,Futures,and Other Derivatives.3rd ed.Englewood Cliffs." Prentice Hall 1997

      21 Cox,J.C., "Option Pricing: A Simplified Approach" Univ. of Rochester 7 : 229-263, 1979

      22 Beidleman,C.R, "On Allocating Risk: The Essence of Project Finance" 31 : 47-55, 1990

      23 Dixit,A.K., "Investment under Uncertainty" Princeton Univ. Press 1994

      24 Luenberger,D, "Investment Science" Oxford University Press 1998

      25 Brigham,E.F., "Fundamentals of Financial Management. 10th ed" South-Western 2004

      26 Brennan,M.J., "Finite Difference Methods and Jump Processes Arising in the Pricing of Contingent Claims: A Synthesis" Univ. of Washington 13 : 461-474, 1978

      27 Copeland,T.E, "Financial Theory and Corporate Policy" Addison-Wesley 1988

      28 Myers,S.C, "Finance Theory and Financial Strategy" 14 (14): 126-137, 1984

      29 Mason,S.P, "Evaluation of Government Subsidies to Large-Scale Energy Projects" JAI Press 3 : 169-181, 1988

      30 Miller,L.T., "Decision Making under Uncertainty-Real Options to the Rescue" American Society for Engineering Education 47 (47): 105-150, 2002

      31 Dias Jr.A., "Debt Capacity and Optimal Capital Structure for Privately Financed infrastructure Projects" American Society of Civil Engineers 121 : 404-414, 1995

      32 Insley,M.C., "Contrasting Two Approaches in Real Options Valuation-Contingent Claims versus Dynamic Programming" Univ. of Waterloo. 2006

      33 Sharpe,W.F, "Capital Asset Prices: A Theory of Market Equilibrium under Conditions of Risk" American Finance Association 19 (19): 425-442, 1964

      34 Boyle,P.P, "A Lattice Framework for Option Pricing with Two State Variables" Univ. of Washington 23 : 1-12, 1988

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      기준연도 WOS-KCI 통합IF(2년) KCIF(2년) KCIF(3년)
      2016 0.86 0.86 0.92
      KCIF(4년) KCIF(5년) 중심성지수(3년) 즉시성지수
      0.83 0.85 1.241 0.13
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