Please use this identifier to cite or link to this item: https://ah.lib.nccu.edu.tw/handle/140.119/85953
題名: 參數模型與取樣差異於退休金財務評價之研究
Parametric Statistical Model and Selection Bias in Pension Valuation : The Case of Taiwan Public Employees Retirement System
作者: 陳宏仁
Chen, Hung-Jen
貢獻者: 張士傑
陳宏仁
Chen, Hung-Jen
關鍵詞: 退休金精算評價
精算成本法
服職表
開放團體
混成模型
公務人員退休撫卹基金
pension valuation
actuarial cost method
service table
open group
mixture model
Tai-PERS
日期: 1998
上傳時間: 22-Apr-2016
摘要: 確定給付制的退休金計畫,退休金成本提存的適當與否,關係到基金長期的財務健全及未來員工權益的保障,而我國公務人員退撫基金關係到廣大公務人員的權益,也影響到政府的財政支出,所以對公務人員退撫基金更有精算的必要,以確保提撥率之適當而不至於對政府財政增加額外負擔。
The adequacy of the plan contribution for a defined benefit pension scheme is directly related to its financial soundness and the plan member’s benefits. Due to uncertainty of the plan’s turnover, the service table plays an important role in actuarial valuation and cash flow projection. In this study, Taiwan public employees retirement system is studied to monitor the solvency issue due to bias in selecting the service tables. Tai-PERS is designed to provide retirement and ancillary benefits to 271,215 government employees. Its financial soundness is especially vital to the government annual balance.
參考文獻: 中文部份\n1. 中華民國考試院統計提要,考試院編印,民國八十六年七月。\n2. 公務人員退休撫卹基金監理法規輯要,公務人員退休撫卹基金監理委員會編印,民國八十六年四月。\n3. 余清祥,修勻-統計在保險的應用,雙葉書廊,民國八十六年九月。\n4. 洪信達,公務人員退撫基金收支簡化模型之探討-以考試院為例,成功大學統計學研究所碩士論文,民國八十六年六月。\n5. 康弘毅,企業退休金成本模擬分析,逢甲大學保險研究所碩士論文,民國八十四年六月。\n6. 張士傑,台灣公務人員退撫系統動態精算模型之建立,公務人員退撫基金專題研討會,民國八十七年五月。\n7. 張士傑,台灣壽險業第三回經驗生命表混成參數模型分析,保險專刊,第42輯,民國八十四年十二月。\n8. 張士傑,退撫基金精算模式之建立,公務人員退撫基金專題研討會,民國八十六年五月。\n9. 張士傑、鄭欣怡,固定給付退休基金隨機動態評價系統建構的剖析,退撫基金管理論壇學術研討會,民國八十七年五月。\n10. 符寶玲,退休基金制度與管理,華泰書局,民國八十六年元月。\n11. 黃幼芳,退休金成本模擬分析-開放型團體之研究,政治大學保險研究所論文,民國八十一年六月。\n英文部份\n1. Anderson,A.W. Pension Mathematics for Actuaries, 2nd ed. Wuinsted, Connecticut: ACTEX Publications, Inc., 1992.\n2. Ashton, W.D. “Distribution for Gaps in Road Traffic.” Journal of Institution of Mathematics and its Applications 7 (1971):37-46.\n3. Batten, R.W. Mortality Table Construction. Englewood Cliffs, New Jersey: Prentice-Hall, Inc., 1978.\n4. Bowers, N.L., Hickman, J.C. and Nesbitt, C.J. “Notes on the Dynamics of Pension Funding” Insurance: Mathematics and Economics 1 (1982): 261-270.\n5. Bowers, N.L., Jr., Gerber, H.U., Hickman, J.C., Jones, D.A., and Nesbitt, C.J. Actuarial Mathematics, 2nd ed. Schaumburg, Illinois: Society of Actuaries, 1997.\n6. Carriere, J.F. “A Select and Ultimate Parametric Model.” Transactions of the Society of Actuaries 46 (1994): 75-93.\n7. Carriere, J.F. “Parametric Models for Life Tables.” Transactions of the Society of Actuaries 44 (1992): 77-99.\n8. Chang, S.C. “Optimal Pension Funding Through Dynamic Simulations: the Case of Taiwan Public Employees Retirement System.” Insurance: Mathematics and Economics 24 (1999): 178-199.\n9. Chang, S.C. “Using Parametric Statistical Models to Estimate Mortality Structure: The Case of Taiwan.”, Journal of Actuarial Practice, Vol.6 Nos. 1 and 2 (1998): 197-219.\n10. Clark, V.A., Chapman, J.M., Coulson, A.H. and Hasselblad, V. “Dividing the blood pressures from the Los Angles heart study into two normal distributions.” John Hopkins Medical Journal 122 (1968): 77-83.\n11. Davis, D.J. “An analysis of some failure data.” J. Amer. Statist. Assoc. 47 (1952): 113-150.\n12. Dennis, J.E., and Mei, H.H.W. “Two New Unconstrained Optimization Algorithms Which Use Function and Gradient Values.” Journal of Optimization Theory and Applications 28 (1979): 453-483.\n13. Dennis, J.E., Gay, D.M., and Welsch, R.E. “ An Adaptive Nonlinear Lease-Squares Algorithm.” ACM Transactions on Mathematical Software 7,(1981):348-383.\n14. Dufresne, D. “Stability of Pension Systems When Rates of Return Are Random.” Insurance: Mathematics and Economics 6 ( 1989): 129-134.\n15. Everitt, B.S., and Hand, D.J. Finite Mixture Distributions. London: Chapman and Hall, 1981.\n16. Governmental Accounting Standards Board, Financial Reporting for Defined Benefit Pension Plans and Note Disclosures for Defined Contribution Plans, Statement No. 25 of the Governmental Accounting Standards Board, 1994.\n17. Haberman, S. and Sung, J.H. “Dynamic Approaches to Pension Funding.” Insurance: Mathematics and Economic 15(1994)151-162.\n18. Haberman, S. “Autoregressive Rates of Return and the Variability of Pension Contributions and Fund Levels for a Defined Benefit Pension Scheme.” Insurance: Mathematics and Economics 14(1994): 219-240.\n19. Haberman, S. “Pension Funding with Time Delays and Autoregressive Rates of Investment Return.” Insurance: Mathematics and Economics 13( 1993): 45-46.\n20. Haberman, S. “Pension Funding with Rime Delays: a Stochastic Approach.” Insurance: Mathematics and Economics 11(1992): 179-189.\n21. Hewitt, C.C. and Lefkowitz, B. “Methods of Fitting Distributions to Insurance Loss Data.” Proceedings of the Casualty Actuarial Society 66(1979) 139-160.\n22. Janssen, J. and Manca, R. “ A Realistic Non-Homogeneous Stochastic Pension Fund <Model on Scenario Basis. “ Scandinavian Actuarial Journal 2(1997): 113-137.\n23. Jordan, C.W., Jr.Life Contingencies,2nd ed. Chicago, Illinois:Society of Actraries,1975.\n24. Kao, J.H.K. “A graphical estimation of mixed Weibull parameters in life-testing electron tubes. “Technometrics 1 (1959):289-407.\n25. London,D. Graduation: The Revision of Estimates. Winsted Connecticut:ACTEX Publications, Inc., 1985.\n26. London,D. Survival Models and Their Estimation, 3rd. Winsted, Connecticut: ACTEX Publications, Inc., 1997.\n27. McGill, D.M. and Grubbs, d.s., Jr. Fundamentals of PruvatePensions, 6th ed. Homewood, Illionis; ERWIN,1989.\n28. Mendenhall, W. and Hader,R.J. “Estimation of parameters of mixed exponentially distributed failure time distributions from censored life test data.”Biomerika 45 (1958):504-520.\n29. O’Brien,T. “A Stochastic-Dynamic Approach to Pension Funding.”Insurance:Mathematics and Economics 5(1986):141-146.\n30. O’Brien,T.”A Two-Parameter Family of Pension Contribution Functions and Stochastic Optimization.” Insurance : Mathematics and Economicxs 6 (1987):129-134.\n31. Pearson,K. “Contribution to the mathematical theory of evolution.” Phil. Trans. Roy. Soc. A 185 (1894): 71-110.\n32. Titterington, D.M.,Smith, A. F.M., and Makov, U.E. Statistical Analysis of Finite Mixture Distribution. New York: John Wiley and Sons Ltd., 1985.\n33. Winklevoss,H.E .Pension Mathematics with Numerical Illustrations, 2nd ed. Pension Research Council of the Wharton School of the University of Pennsylvania,1993.\n34. Winklevoss,H.E. “Plasm: Pension Liability and Asset Simulation Model”, The Journal of Finace XXXVII (1982) : 585-594.
描述: 碩士
國立政治大學
風險管理與保險研究所
84358012
資料來源: http://thesis.lib.nccu.edu.tw/record/#B2002001435
資料類型: thesis
Appears in Collections:學位論文

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