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    Title: 雙元存款產品對財富管理投資組合報酬率貢獻度分析
    The Study on the Contribution of Foreign-Exchange-Option-Linked Dual Currency Structure Notes for Wealth Management Portfolio
    Authors: 姜如意
    Chiang, Ru Yi
    Contributors: 鄭宇庭
    姜如意
    Chiang, Ru Yi
    Keywords: 雙元外匯存款產品
    集群分析
    利差
    Foreign-exchange-option-link eddual currency structure notes
    Cluster analysis
    Interest spread
    Date: 2012
    Issue Date: 2013-02-01 16:50:51 (UTC+8)
    Abstract: 在全球股市呈現不穩的情勢下,雙元外匯存款產品成為財富管理業務所發展的熱門產品。雙元外匯存款產品結構包括外匯選擇權與定期外幣存款。然外匯選擇權的操作過程所隱含的風險必須加以探討,因此本研究以美國那斯達克股市報酬率與美國國庫券與十年期公債利差等資訊,試著藉由集群分析,探討美元兌澳幣(USD/AUD)、美元兌英鎊(USD/GBP)、歐元兌澳幣(EUR/AUD)等元存款產品之報酬率與風險。
    本研究實證結果為:
    一、不同市場狀態的操作策略不同
    從各集群的涵義來看,當市場狀態屬於集群1時,此時Nasdaq指數日報酬率處於高檔但已有長期成長疑慮下,則「短期看多澳幣,看空美元」為一正確的外匯策略判斷基礎。當市場處於集群2的經濟成長性與股市報酬率處於較樂觀的狀態下,「短期看多英鎊,看空美元」與「短期看空美元,看多澳幣」是較適合的判斷。當市場處於集群3的股市低檔與債券市場反映經濟成長訊息的狀態下,則「看多澳幣,看空歐元」與「短期看空澳幣,看多美元」等為較佳的策略思維。
    二、雙元存款產品的現金流量補償機制必須依據不同市場狀態
    本研究發現雙元外匯存款產品在不同匯率與不同集群下,會有不同的Mean/StDev值,代表投資者與財富管理業者必須面對外匯市場進行利益的分配問題。目前雙元外匯存款產品都有設定不同匯率下的保本機制,故對於財富管理業者而言,雙元外匯存款產品屬於資金短期配置的選項之一,因此,針對不同的總體經濟或市場環境,業者必須快速調整,創造投資者與業者雙贏的局面。
    With the global stock markets unstable, foreign-exchange-option-linked dual currency structure notes have become the popular products for wealth management. Foreign-exchange-option-linked dual currency structure notes have been involved with foreign exchange option and currency deposit. Nonetheless, the risks inherent in the currency option should be discussed . Therefore, this study uses cluster analysis to explore the information in Nasdaq index returns and interest spreads , to discover the returns and risks in foreign exchange rates in term of “USD/AUD”, “USD/GBP”, and “EUR/AUD”.
    After the analysis in this study, the conclusions of this study could be summarized as following: Firstly , the proposals and strategies for the dual currency structure notes should be based on the statuses of markets. With market status showing higher stock returns but concerns for future economic growth, the appropriate strategies should be built up on the concept of “short USD, long AUD in near term”. When market status showing positive stock returns and positive future economic growth, the appropriate strategies should be built up on the concept of “short USD, long AUD in near term” or “short USD, long GBP in near term”. With market status reflecting lower stock returns but positive perspectives for future economic growth, the appropriate strategies should be built up on the concept of “short EURO, long AUD in near term”, or “short AUD, long USD in near term”. Based on the Mean/StDev , this study suggests the wealth managers should design different portfolios under different scenarios in foreign exchange rates, to generate best payoffs between the investors and wealth managers.
    Reference: 中文文獻
    1.吳明政、王南喻(2007),外匯選擇權買權市場之效率性檢測:以日圓和瑞士法郎為例,企業管理學報,75期(96年12月),頁77-100。
    2.吳明隆(2000), SPSS 統計應用學習實務-問卷分析與應用統計,台北市:知城數位科技出版社。
    3.沈中華(2005),國際貨幣危機預測-以東南亞國家為例,台北市:新陸書局。
    4.陳儀、黃嘉斌(譯)(2011),Dagnino, George著,經濟指標教你加減碼,台北市:麥格羅希爾出版。
    5.郭炳伸、何祖平、李政峰(2001),台幣/美元遠期外匯風險溢酬有多大?,經濟論文,中央研究院經濟研究所,29,4(2001),頁383-413。
    6.許能凱(2006),金融商品波動性預測,淡江大學財務金融研究所。
    7.黃志典(1998),台灣遠期美元外匯市場風險溢酬之估測,管理學報,15(1),頁81-99。
    8.董夢雲、俞明德、張傳章、張森林(2002),在CIR 利率期限結構與隨機波動性下 外匯選擇權之訂價模型,管理學報,第十九卷第四期,頁707-735。
    9.廖四郎、徐守德、王銘杰(1997),台灣遠期美元外匯市場風險溢酬之研究,中國財務學刊,5(2),頁27-57。
    10.盧彥顯、楊智烜、邢慰祖(2004),隨機利率與隨機匯率波動下外匯選擇權之評價模型,2004 台灣財務學術研討會。
    11.藍子軒(譯)(2009) ,E.P.Chan著,計量交易,台北市:寰宇財經出版社。
    英文文獻
    1.Amihud, Y. and Mendelson, H.,(1986), “Asset Pricing and the Bid-Ask Spread”, Journal of Financial Economics, 17, 223-249.
    2.Arturo Estrella and Trubin,M.R.,(2006), “The Yield Curve as a Leading Indicator: Some Practical Issues”, Federal Reserve Bank of New York, Vol 12(Number 5 July/August 2006), 1-8.
    3.Backus, David K. and Smith, Gregor W., (1993), “Consumption and Real Exchange Rates in Dynamic Economies with Non-Traded Goods”, Journal of International Economics, Elsevier, vol. 35(3-4), 297-316.
    4.Barone, A. G. and Whaley, R. E.,(1986), “The Valuation of American Call Options and the Expected Ex-dividend Stock Price Decline”, Journal of Financial Economics, 17, 91-111.
    5.Biger, N. and Hull, J., (1983), “The Valuation of Currency Options”, Financial Management, 12, 24-28.
    6.Black, F., and M. Scholes,(1973), “The Pricing of Options and Corporate Liabilities”, Journal of Political Economy 18, 637-659.
    7.Bodurtha, J. N. and Courtadon, G. R.,(1987), “Tests of an American Option Pricing Model on the Foreign Currency Options Market”, Journal of Financial and Quantitative Analysis, 22, 153-167.
    8.Bollen, N. P. B. and Rasiel, E., (2003), “The Performance of Alternative Valuation Models in the OTC Currency Options Market”, Journal of International Money and Finance, 22, 33-54.
    9.Bollen, N. P. B., Gray, S. F. and Whaley, R. E., (2000), “Regime Switching in Foreign Exchange Rates: Evidence from Currency Option Prices”, Journal of Econometrics, 94, 239-276.
    10.Bollerslev, T., (1986), “Generalized Autoregressive Conditional Heteroskedasticity”, Journal of Econometrics, 31, 307-327.
    11.Bollerslev, Chou Ray and K. E. Kroner,(1992), “ARCH Modeling in Finance: A Review of the Theory and Empirical Evidence”, Journal of Econometrics , 52, 5-59.
    12.Brice, D., (2006), “Information Content of Cross-Sectional Option Prices: A Comparison of Alternative Currency Option Pricing Models on the Japanese Yen”, The Journal of Futures Markets, 26, 33-59.
    13.Canova, F. and Ito, Takatoshi, (1991), “The Time‐Series Properties of the Risk Premium in the Yen/Dollar Exchange Market”, JAE, Vol. 6, 125‐142.
    14.Carr, P.,Geman, H., Madan,D., and Yor, M.,(2005), “Pricing Options on Realized Variance”, Finance Stochast, 9, 453-475.
    15.Cheung, Yin-Wong ,(1993), “Exchange Rate Risk Premium”, Journal of International Money and Finance,12, 1.
    16.Choi, S. and Marcozzi, M. D., (2003), “The Valuation of Foreign Currency Options under Stochastic Interest Rates”, Computers and Mathematics with Applications, 46,pp.741-750.
    17.Cox, J. C., J. E. Jr. Ingersoll, and S. A. Ross, (1985), “A Theory of the Term Structure of Interest Rates”, Econometrica, 53, 385-407.
    18.Cox, J. C., S. A. Ross and M. Rubinstein, (1979), “Option Pricing: A Simplified Approach”, Journal of Financial Economics, 7, 229-263.
    19.Dominguez, K. M. and Frankel, Jeffrey A.,(1993), “Does Foreign-Exchange Intervention matter? The Portfolio Effect”, The American Economic Review, Vol. 83, No. 5(Dec., 1993), 1356-1369.
    20.Engel, C., and K.D. West, (2005), “Exchange Rates and Fundamentals” ,Journal of Political Economy 113 , 485-517.
    21.Fama, E.F., (1984), “Forward and spot exchange rate”, Journal of Monetary Economics, 14, 319-338.
    22.Feiger, G. and Jacquillat, B., (1979), “Currency Option Bonds, Puts and Calls on Spot Exchange and the Hedging of Contingent Foreign Earnings”, Journal of Finance, 34, 1129–1139.
    23.Frankel, J.A., and K.A. Froot, (1990), “The rationality of the foreign exchange rate-chartists, fundamentalists, and trading in the foreign exchange market”, American Economic Review ,80, 181-185.
    24.Gao, P.W., (2009), “Options strategies with the risk adjustment”, European Journal of Operational Research ,192, 975–980.
    25.Garman, M. B., and Kohlhagen, S. W., (1983), “Foreign Currency Option Values”, Journal of International Money and Finance, 2, 231-237.
    26.Gehrig, T., and L. Menlchoff, (2006), “Extended evidence on the use of technical analysis in foreign exchange”, International Journal of Finance and Economics, 11(4), 327-338.
    27.Geske, R., (1979), “A Note on an Analytical Valuation Formula for Unprotected American Call Options on Stocks with Known Dividends”, Journal of Financial Economics, 7, 375-380.
    28.Gesser V., and Poncet, P.,( 1997), “Volatility Patterns: Theory and some Evidence from the Dollar-Mark Option Market”, The Journal of Derivatives,4,46-61.
    29.Grabbe, J. O., (1983), “The Pricing of Call and Put Options on Foreign Exchange”, Journal of International Money and Finance, 2, 239-253.
    30.Hansen, L.P. and Hodrick, R.,(1983), “Risk Averse Speciation in the Forward Foreign Exchange Market:An Econometric Analysis of Linear Market”, In J. A. Frenkel (ed.), Exchange Rate and International Macroeconomics, pp.113-142,Chicago:Chicago University Press.
    31.Harikumar, T., De Boyrie, M. E., and Pak, S. J., (2004), “Evaluation of Black-Scholes and GARCH Models Using Currency Call Options Data”, Review of Quantitative Finance and Accounting, 23, 299-312.
    32.Heston, S., (1993), “A Closed-Form Solution for Options with Stochastic Volatility with Applications to Bond and Currency Options”, Review of Financial Studies, 6, 327-343.
    33.Hopper, G.P., (1997), “What determines the exchange rate: Economic factors or market sentiment ?”, Economic Review, Federal Reserve Bank of Philadelphia.
    34.Horasanli, M., (2008), “Hedging strategy for a portfolio of options and stocks with linear programming”, Applied Mathematics and Computation ,199, 804–810.
    35.Hull, John, (2003), Options, Futures and Other Derivatives, 5th edition, Prentice Hall, New Jersey.
    36.Ingersoll, J. E., (1977), “A Contingent Claims Valuation of Convertible Securities” , Journal of Financial Economics ,4, 289-322.
    37.Kaminsky, G. and Peruga, R.,(1990), “Can a Time-Varying Risk Premium Explain Excess Returns in the Forward Market for Foreign Exchange?”, Journal of International Economics, 28, 47-70.
    38.Kaufmann,S. and Scheicher, M.,(1996), “Markov-Regime Switching in Economic Variables: Part I. Modelling, Estimating and Testing”, Part II.A Selective Survey. Institute for Advanced Studies Economics Series No. 38.
    39.Klaassen, (2002), “Improving GARCH Volatility Forecasts with Regime-Switching GARCH”, Empirical Economics, 27, 363-394.
    40.Kunitomo,N. andKim, Y.J.,(2001), “Effects of Stochastic Interest Rates and Volatilityon Contingent Claims”, CIRJE-F-129, University of Tokyo.
    41.Lauterbach, B., Schultz, P., (1990), “Pricing Warrants: An Empirical Study of the Black-Scholes Model and Its Alternatives”, The Journal of Finance, 45 No.4, 1181-1209.
    42.Lewis, K., (1995),“Puzzles in international financial markets”, In G.G. Grossman and K. Rogoff(eds), Handbook of International Economics, Vol III, 1913-1972.
    43.Lieu, D., (1994), “Pricing Foreign-Currency Options: A Comparison of the Modified Black-Scholes Model and a Modified Merton Model”, Journal of Financial Studies, 1, 75-104.
    44.Lui, Y.H., and D. Mole, (1998), “The Use of Fundamental and Technical Analysis by Foreign Exchange Dealers: Hong Kong Evidence.” Journal of International Money and Finance ,17, 535-545.
    45.Mark, N., (1985), “On Time Varying Risk Premium in the Foreign Exchange Market:An Econometric Analysis”, Journal of Monetary Economics, 16, 3-18.
    46.Mark, N.,(1988), “Time-varying Betas and Risk Premium in the Foreign Exchange Contracts”, Journal of Financial Economics, 22, 335-354.
    47.McCurdy, T. H. and Morgan, I., (1991), “Tests for a Systematic Component in Deviations from Uncovered Interest Rate Parity”, Review of Economics Studies, 58, 587-602.
    48.Meese, R.A., and K. Rogoff, (1983), “Empirical exchange rate models of the seventies: Do they fit out of sample?”, Journal of International Economics, 14, 3-24.
    49.Melino, A. and Turnbull, S. M., (1990), “Pricing Foreign Currency Options with Stochastic Volatility”, Journal of Econometrics, 45, 239-265.
    50.Merton, R. C., (1976), “Option Pricing when Underlying Stock Returns are Discontinuous”, Journal of Financial Economics, 3, 1976. 125–144.
    51.Nielsen,S. and Olesen, J.O.,(2000), “Regime-Switching Stock Returns and Mean Reversion”, Working Paper 11-2000, Department of Economics, Copenhagen Business School.
    52.Papahristodoulou, C., (2004), “Option strategies with linear programming”, European Journal of Operational Research ,157, 246–256.
    53.Roll, R., (1977), “An Analytic Valuation Formula for Unprotected American Call Options on Stocks with Known Dividends”, Journal of Financial Economics, 5, 251-258.
    54.Shastri, K. and Tandon, K.,( 1986),“An empirical test of a valuation model for American options on futures contracts”, Journal of Financial and Quantitative Analysis ,21( Dec. 1986), 377-392.
    55.Shastri, K. and Tandon, K., (1987), “On some Properties of Futures Volatility Implied in Option Prices”, The Financial Review, 22, 111-133.
    56.Tucker, A. L., (1985), “Empirical Tests of the Efficiency of the Currency Option Market”, The Journal of Financial Research, 8, 275-285.
    57.Wasserfallen, W. and Zimmerman, H.,(1986), “The Wiener Process, Variance Measurement and Option Pricing—Evidence from Intra-Daily Data on Foreign Exchange”, Working Paper, Univ. of Bern and Hochschule St. Gallen.
    Description: 碩士
    國立政治大學
    經營管理碩士學程(EMBA)
    99932095
    101
    Source URI: http://thesis.lib.nccu.edu.tw/record/#G0099932095
    Data Type: thesis
    Appears in Collections:[經營管理碩士學程EMBA] 學位論文

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