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題名:正常提撥成本之估計--針對薪資相關、雇主提撥之確定給付退休金計劃
書刊名:管理學報
作者:陳炤良 引用關係俞明德 引用關係張傳章 引用關係張森林 引用關係
作者(外文):Chen, Chao-liangYu, Min-tehChang, Chuang-changChung, San-lin
出版日期:2000
卷期:17:1
頁次:頁101-117
主題關鍵詞:確定給付退休金計劃正常提撥成本提早退出條件請求權Defined berefit pension planNormal contribution costEarly decrementContingent claim
原始連結:連回原系統網址new window
相關次數:
  • 被引用次數被引用次數:期刊(3) 博士論文(0) 專書(0) 專書論文(0)
  • 排除自我引用排除自我引用:3
  • 共同引用共同引用:3
  • 點閱點閱:34
     一個與薪資相關(Salary-related)並由雇主提撥(Corporate sponsored)的確定給 付退休金計畫 (Defined benefit pension plans),在薪資與基金資產報酬不確定下,由雇 主提撥的累積基金資產價值,可能無法充分償兌退休金請求權 (Pension claims) 的承諾給 付。在退休基金缺乏保證機制下,為避免退休基破產,企業必須提撥充足的準備金。本文擬 結合條件請求權 (Contingent claims) 評價方法與提早退出 (Early decrements) 的考量 ,提供一個個別退休基金正常提撥成本 (Normal contribution cost) 的估計模型,且以臺 灣製造業為例,估計不同進入年齡之個別勞工退休基金的正常提撥成本佔薪資之比率。本文 結果顯示,在各種情境假設下,正常提撥成本隨進入年齡提高而有增加的趨勢,唯增加幅度 隨薪資成長率相對於退休基金資產報酬提高而較小。此外,當無風險資產報酬下降時、進入 年齡較低時、或經風險調整之薪資平均成長率較高時,正常提撥成本受無風險資產報酬變動 之敏感度較其他情形高。當無風險資產報酬較底或進入年齡較低時,正常提撥成本對經風險 調整之薪資平均成長率變動的敏感度則較其他情形高。本文結果也顯示,預期承諾退休給付 的價值由於不考慮基金資產報酬的隨機性,將明顯低於正常提撥成本,低估的程度有隨進入 年齡降低而增加的趨勢。
     This article provides a contingent claim approach model to estimate the normal contribution costs for salary-related, corporate sponsored defined benefit pension plans. The model developed in this paper incorporates retirement, mortality, and other early decrements. The individual normal contribution costs, as a percentage of salary, are estimeated numerically for a range of entry ages and a number of parameter values of salary and pension asset for the manufacturing industry in Taiwan. The results demonstrate that the normal contribution costs rise when the entry ages increase. However, the increments become smaller when the growth rate of salary relative to return of pension asset increases. In addition, the sesitivities of normal contribution costs to risk-free interest rate decrease with the risk-free interest rate and the entry age, and increase with the risk-adjusted average growth rate of salary. And, the sensitivities of normal contribution costs to risk-adjusted average growth rate of salary decrease with the risk-free interest and the entry age. The results also find that the normal contribution costs are obviously higher than the values of expected promised benefits that ignore the stochastic nature of pension assets.
期刊論文
1.Haberman, Steven(1994)。Autoregressive rates of return and the variability of pension contributions and fund levels for a defined benefit pension scheme。Insurance: Mathematics and Economics,14(3),219-240。  new window
2.Harrison, J. M.、Kreps, D. M.(1979)。Martingales and Arbitrage in Multiperiod Securities Markets。Journal of Economic Theory,20(3),381-408。  new window
3.Cox, John C.、Ingersoll, Jonathan E. Jr.、Ross, Stephen A.(1985)。An Intertemporal General Equilibrium Model of Asset Prices。Econometrica,53(2),363-384。  new window
4.Haberman, Steven、Sung, Joo-Ho(1994)。Dynamic Approaches to Pension Funding。Insurance: Mathematics and Economics,15(2/3),151-162。  new window
5.Merton, Robert C.(1973)。An Intertemporal Capital Asset Pricing Model。Econometrica,41(5),867-887。  new window
6.Hull, J.、White, A.(1990)。Valuing Derivative Securities Using the Explicit Finite Difference Method。Journal of Financial and Quantitative Analysis,25(1),87-100。  new window
7.張士傑(1997)。如何計算脫退率。公務人員退撫基金季刊,6,51-62。  延伸查詢new window
8.Sherris, M.(1995)。The Valuation of Option Features in Retirement Benefits。The Journal of Risk and Insurance,62,509-534。  new window
9.Shimko, D. C.(1989)。The Equilibrium Valuation of Risky Discrete Cash Flows in Continuous Time。The Journal of Finance,44,1373-1383。  new window
10.張士傑(1997)。以精算財務觀點分析臺灣公共退休金政策。保險專刊,50,98-110。new window  延伸查詢new window
11.Cairns, A. J. G.、Parker, G.(1997)。Stochastic Pension Fund Modelling。Insurance: Mathematics and Economics,21,43-79。  new window
12.Contantinides, G. M.(1978)。Market Risk Adjustment in Project Valuation。The Journal of Finance,33(2),603-616。  new window
13.Haberman, Steven(1997)。Stochastic Investment Returns and Contribution Rate Risk in a Defined Benefit Pension Scheme。Insurance: Mathematics and Economics,19,7-139。  new window
14.Shimko, D. C.(1992)。The Valuation of Multiple Claim Insurance Contracts。Journal of Financial and Quantitative Analysis,27(2),229-246。  new window
會議論文
1.張士傑(1998)。臺灣公務人員退撫系統動態精算模型之建立。沒有紀錄。  延伸查詢new window
圖書
1.單驥(1987)。勞基法中退休準備金提撥率之調查及研究。中華經濟研究院。  延伸查詢new window
2.Anderson, A. W.(1992)。Pension Mathematics for Actuaries。Winsted, Connecticut:ACTEX Publications。  new window
3.Bodie, Z.、Shoven, J. B.、Wise, D. A.(1988)。Pension in the U. S. Economy。Pension in the U. S. Economy。Chicago, IL。  new window
4.Hull, J. C.(1997)。Options, Futures and Other Derivative Securities。Options, Futures and Other Derivative Securities。Englewood Cliffs, NJ。  new window
5.London, D.(1988)。Survival Models and Their Estimation。Survival Models and Their Estimation。New Britain, CT/ Winsted, CT。  new window
6.Marcus, A.(1987)。Corporate Pension Policy and the Value of PBGC Insurances。Issues in Pension Economics。沒有紀錄。  new window
7.Shimko, D. C.(1992)。Finance in Continuous Time。Finance in Continuous Time。Miami。  new window
8.柯木興(1987)。勞工退休金作業手冊。臺北市:三民書局。  延伸查詢new window
9.Aitken, W. H.(1994)。Pension Funding and Valuation: A Problem Solving Approach。Pension Funding and Valuation: A Problem Solving Approach。0。  new window
10.Grubbs, D. S.、McGill, D. M.(1989)。Fundamentals of Private Pension。Fundamentals of Private Pension。Philadelphia, PA。  new window
11.Mitchell, O. S.、Rappaport, A. M.(1993)。Innovations and Trends in Pension Plan Coverage, Type, and Design。The Future of Pension in the United State。沒有紀錄。  new window
12.Winklevoss, H. E.(1993)。Pension Mathematics with Numerical Illustrations。Pension Mathematics with Numerical Illustrations。Philadelphia, PA。  new window
 
 
 
 
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