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研究生: 游思憲
論文名稱: 房貸限制下檢視違約與提前清償之行為
指導教授: 林哲群
口試委員:
學位類別: 碩士
Master
系所名稱: 科技管理學院 - 科技管理研究所
Institute of Technology Management
論文出版年: 2005
畢業學年度: 93
語文別: 中文
論文頁數: 45
中文關鍵詞: 抵押貸款違約提前清償房貸
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  • 金融資產透過證券化過程,可提高金融資產流動性及資金使用效率、改善資產負債管理、分散金融資產風險、提高經營績效、降低資金成本、提供更多樣化之投資工具等特色,但其中也具有一些風險性存在。不動產抵押貸款證券化中的風險又以違約風險與提前清償風險尤為甚重。尤其在提前清償風險方面,由於過去的文獻中在計算風險機率時,並未對提前清償時點的房價及可貸成數這兩個要件將影響可再融資金額作考慮,因此有著不客觀的盲點存在。故本研究參考過去的模型導入再融資房貸的這一個重要限制,對違約與提前清償風險作更全面及深入的探討。


    The financial institution will increase the financial efficiency and diminish the cost of capital by asset securitization. So we know there are some risks in the process of asset securitization, those include interest risk、default risk、prepay risk 、operation risk and so on. The primary risks in mortgage backed securities are default risk and prepay risk. Especially the side of prepay risk, most of previously research report or thesis do not think about the house price and loan to value at the time of borrower to prepay the unbalance of mortgage. These not only affect the probability of prepayment but also affect the probability of default very much. This thesis adds the constraint into previously model in order to survey overview of prepayment and default. We also to view how huge of the constraint affect the probability.

    目錄 前言........................ 5 第一節 研究動機與目的..........6 第二節 研究架構.............8 文獻回顧..................... 9 第一節 不動產抵押貸款證券化風險介紹...9 第二節「雙變數二項式模型」相關文獻之回顧.10 第三節「抵押貸款之風險」的相關文獻探討..11 研究方法......................14 第一節 設定模型.............14 第二節 偏微分方程式...........15 第三節 變數變換.............16 第四節 貸款者決策............17 第五節 利率的上下界...........20 模擬結果......................21 第一節 利率波動性............ 23 第二節 房價波動性............ 24 第三節 貸款期間長短........... 26 第四節 延遲支付期間長短......... 27 第五節 延遲支付罰款........... 28 第六節 契約利率可調整性......... 30 第七節 再融資房貸限制.......... 31 結論........................35 參考文獻...................... 37 附錄....................... .38

    參考文獻
    1. Ambrose, B. W. and R. J. Buttimer. (2000). “Embedded Option In The Mortgage Contract,” Journal of Real Estate Finance & Economics, v21, 2, 95-111.
    2. Cox, J. C., S. A. Ross, and M. Rubinstein. (1979). “Option pricing: A Simplified Approach,” Journal of Financial Economics, v7, 3, 229-264.
    3. Hilliard, J. E., J. B. Kau, and V. C. Slawson. (1998). “Valuing Prepayment and Default in a Fixed-rate Mortgage: A Bivariate Binomial Option Pricing Technique” Real Estate Economics, v26, 3, 431-468.
    4. Hull, J., and A. White. (1990). “Valuing Derivative Securities Using The Explicit Finite Difference Method,” Journal of Financial & Quantitative Analysis, v25, 1, 87-100.
    5. Jackson, J. R. and D. L. Kaserman, (1980) “Default Risk on Home Mortgage Loan: A Test of Competing Hypotheses” The Journal of Risk and Insurance, v47, 678-690.
    6. Kau, J. B., D. C. Keenan, W. J. Muller, and J. F. Epperson. (1992). “A Generalized Valuation Model For Fixed-Rate Residential Mortgages,” Journal of Money, Credit and Banking, v24, 3, 279-299.
    7. Lambrecht, Bart, W. Perraudin and S. Satchell (1997) “Time to Default in the UK Mortgage Market, Economic Modelling” Economic Modelling, v14, 485-499.
    8. Nelson, D. B., and K. Ramaswamy. (1990). “Simple Binomial Processes As Diffusion Approximations In Financial Models,” Review of Financial Strdies, v3, 3, 393-430.
    9. Von Furstenberg, G. M. (1969). “Default Risk on FHA-Insured Home Mortgage as a Function of Financing: A Quantitative Analysis” The Journal of Finance, v24, 3, 459-477.
    10. Zorn, Peter M. and M. J. Lea. (1989) “Mortgage Borrower Repayment Behavior: A Microeconomic Analysis With Canadian Adjustable Rate Mortgage Data,” American Real Estate and Urban Economics Association, v17, 1, 118-136.

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