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學經歷 |  |
| 學歷： 美國普渡大學統計博士 經歷： 聖約翰科技大學工業工程與管理系教授 |
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論文著作 | |
| (A)期刊論文 1.Kuan-Fu Shen, Yu-Jan Shen and Lii-Yuh Leu , Design of Optimal Step-Stress Accelerated Life Tests Under Progressive Type I Censoring with Random Removals, to appear in Quality and Quantity. 2.Kuan-Fu Shen, Yu-Jan Shen and Lii-Yuh Leu (2008), Reliability analysis for Bayesian optimum three step-stress accelerated life testing with Type I censoring, Journal of Ching-Yun University , Vol 28, No2. 3. Lii-Yuh Leu and Kuan-Fu Shen (2007), “Optimal step-stress accelerated life test plans with progressive type-II censoring.” Advances and Applications in Statistics, Vol. 7, No. 1, 81-95. (CIS) 4. Lii-Yuh Leu and Kuan-Fu Shen(2007), “Bayesian approach for optimum step-stress accelerated life testing.” Journal of the Chinese Statistical Association, Vol. 45, No. 3, 221-235. (JEL, EconLit, CIS) 5. J.C. Wu, and Lii-Yuh Leu ( 2000). A Two-Stage Procedure with Accelerated Test for Selecting the Best Exponential Population. Commun. Statist.- Theory Meth.,29(2), 369-380.(SCI) 6. Lii-Yuh Leu and J.C. Wu (1999). A Dynamic Bayesian Approach to Inference from Accelerated Life Tests. Communications in Statistics：Simulation and Computation, 28(1), 37-49.(SCI) 7. Yen-Chang Chang and Lii-Yuh Leu (1998). A State Space Model for Software Reliability. The Annals of the Institute of Statistical Mathematics, 50(4), 789-799.(SCI) 8. S.S. Gupta,Lii-Yuh Leu and TaChen Liang (1996).Simultaneous Selection for Homogeneous Multinomial Populations Based on Entropy Function:An Empirical Bayes Approach. Journal of Statistical Planning and Inference 54, 145-157.(SCI) 9.呂理裕(1995). “K個指數母體中最大保證時間之區間估計”.中國統計學報33(1) 37-49. 10. I-Chin Lin and Lii-Yuh Leu (1994). Empirical Bayes Rules for Selecting the Best Exponential Population with Location Parameter. Commn. Statist. Theory and methods. A23(6), 1797-1809.(SCI) 11.呂理裕(1993).雙因子配置模型之穩健擇優程序.中國統計學報第31卷第1期25-36頁。 12. S.S. Gupta and Lii-Yuh Leu and TaChen Liang ( 1991). Selection Of The Best With A Priliminary Test For Location-Scale Parametric Models. Journal of Combinatorics, Information & System Sciences, Vol 16, Nos. 3-4, 221-233. 13. S.S. Gupta and Lii-Yuh Leu (1991). On Bayes and Empirical Bayes Rules For Selecting Good Populations. Proceedings of the 1990 Taipei Symposium in Statistics, June 28-30, 1990, Institute of Statistical Science, Academia Sinica,167-182. 14. S.S. Gupta and Lii-Yuh Leu (1990). Selecting The Fairest Of k (2) m-Sided Dice. Commun. Statist. -Theory Meth, A19(6), 2159-2177.(SCI) 15. Lii-Yuh Leu and TaChen Liang (1990). Selection Of The Best With A Priliminary Test For Two-ParameterExponential Distributions.Commun. Statist. -Theory Meth, A19(4), 1443-1455.(SCI) 16. S.S. Gupta, Lii-Yuh Leu and TaChen Liang (1990). On Lower Confidence Bounds For PCS in Truncated Location Parameter Models. Commun. Statist. –Theory Meth, A19(2), 527-54.(SCI) 17. Lii-Yuh Leu (1988). Selection Of The Best Normal Population Better Than A Control: Dependence Case. Statistical Decision Theory and Related Topics IV Vol.2, 65-77. 18. S.S. Gupta and Lii-Yuh Leu (1987). An Asymptotic Distribution-Free Selection Procedures For A Two-Way Layout Problem. Commun. Statist. -Theory Meth., A16(8), 2313-2325.(SCI) 19. S.S. Gupta and Lii-Yuh Leu (1986). Isotonic Procedures For Selecting Populations Better Than A Standard For Two-Parameter Exponential Distributions. Reliability and Quality Control, 167_183. 20. Lii-Yuh Leu (1985). On The Optimality Of Some Subset Selection Procedures. Journal of the Chinese Statistical Association Vol. 23, Special Issue,119-131. (B)研討會論文 1. Kuan-Fu Shen, Yu-Jan Shen and Lii-Yuh Leu(2007) , Optimal step-stress life tests under progressive Type- II censoring with random removals, 第六屆北商學術論壇「全 球商業環境與營運國際研討會」,全球商業環境與營運國際研討會」,12,7,2007. 2. Kuan-Fu Shen, Yu-Jan Shen and Lii-Yuh Leu(2007) , Accelerated life tests with progressive type-I censoring under random removals, 輔仁大學2007年海峽兩岸應用統計學術研討會, 11,18,2007. 3. Lii-Yuh Leu and Kuan-Fu Shen (2006), “A bayes approach for optimum three step-stress accelerated life testing with censoring.” 95年中國統計學社社員大會暨統計學術研討會, Taichung, Taiwan, ROC.,11,25-26,2006. 4. Lii-Yuh Leu (2001). Selection Problems on Weibull Distributions. 第三屆海峽兩岸統計與機率研討會,2001年4月14日至15日,台北南港中央研究院. 5. Lii-Yuh Leu ( 2000). Selection problems on exponential distributions. 黃文濤教授榮退學術研討會，中研院統計所，八十九年十月二十日。 6. Lii-Yuh Leu (1996,July). Is the Selected Gamma Population Best,.The First Statistics Conference of Two Sides & the Fifth South Taiwan Statistics Conference, p113. 7. Lii-Yuh Leu (1995,July). Lower Confidence Bounds for the Probability of a Correct Selection, 443-452. 第四屆南區統計研討會論文集, 嘉義縣民雄鄉國立中正大學. 計畫編號: NSC-84-2121-M- 008-005. 8. Lii-Yuh Leu (1995,April). Optimal Confidence Interval of the Largest "Guarantee-time" of k Exponential Populations, 150-157. 八十四年度機率統計學術研討會實錄, 台北木柵國立政治大學. 9. Lii-Yuh Leu (1993). Interval Estimation of the Largest “Guarantee-time” of k Exponential Populations. 一九九三統計學術聯合研討會。 10. Lii-Yuh Leu (1992). Majorization and Its Application in Multinomial Selection Problem. 中國統計學社八十一年統計學術研討會，中興大學法商學院。 11. Lii-Yuh Leu and Jin-Long Lin (1988).On The Behrens-Fisher Problem. 中國統計學社七十七年統計學術研討會，政治大學。 12. Lii-Yuh Leu and Jiin-Huarng Guo (1987). Testing Hypotheses In General Linear Model With Linear Inequality Constraints. 中國統計學社七十六年統計學術研討會，淡江大學。 13. Lii-Yuh Leu (1986). On Selection of Populations Close to A Control or Standard. International Statistical Symposium, Taipei, Republic of China, 491-503. 14. Lii-Yuh Leu (1984). Nonparametric Selection Procedures For A “Elimination of Strictly Non-t-Best” Problem. 七十三年度統計方法研討會，台南成功大學。 (C)國際研討會 1. Lii-Yuh and Wei Ru Chen (2010),Test Box Theory by using Taiwan Stock Market as an example, 2010 International Conference in Business and Management Contemporary Issues of Financial Market and Practices. 2. Lii-Yuh Leu (2007),Exponential Selection Problems under Progressive Censoring, International Conference on Multiple Decision Theory, Statistical Inference and Applications-in Honor of Deng-Yuan Huang, 12,28-30,2007,Fu Jen Catholic University,Taipei,Taiwan. 3. Lii-Yuh Leu and G.C. Wu (1992). Lower Confidence Bounds for the Probability of A Correct Selection in Gamma Populations. The Fifth Purdue Symposium On Statistical Decision Theory and Related Topics, June 14-20, 1992, West Lafayette, IN, U.S.A. 4. S.S. Gupta and Lii-Yuh Leu (1985). On Bayes and Empirical Bayes Rules For Selecting Good Populations. the 2nd International Symposium On Probability and Information Theory, Ontario, Canada. 5. S.S. Gupta and Lii-Yuh Leu (1984). Nonparametric Selection Procedures For A Two-Way Layout Problem. 189th Meeting, Institute of Mathematical Statistics, Lake Tahoe, California. (D)技術報告及其它 1. Lii-Yuh Leu (2003).Weibull Reliability Problems. 2. Lii-Yuh Leu (2002).A Modified Selection Procedure For The Most Reliable Weibull Population. 3. Lii-Yuh Leu ( 2001). Weibull Classification Problems. 4. Lii-Yuh Leu (2000).Selection Problems On Weibull Distributions. 5. Yeng-Chang Chang and Lii-Yuh Leu ( 2000). An Optimal Sequential Burn-in Procedure. 6. Lii-Yuh Leu (1998). On Restricted Subset Selection Rules For Selecting The Best Exponential Population. 7. Yeng-Chang Chang and Lii-Yuh Leu (1997). A sequential Burn-in Procedure Based on Bayesian steady Forecasting Model Assumption. 8. Yeng-Chang Chang and Lii-Yuh Leu (1997). Predicting Degradation Performance by a Non-Gaussian State Space Model. 9. Yeng-Chang Chang and Lii-Yuh Leu (1996).A Non-Gaussian State Space Model for Accelerated Life Testing. 10. Yeng-Chang Chang and Lii-Yuh Leu (1996). A Multistage Bayesian Approach for Predicting Reliability of Evolving Programs. 11. I-Chen Lin and Lii-Yuh Leu ( 1994). Empirical Bayes Two-Stage Procedures for Selecting the Best Exponential Population Compared with a Control. 12. I-Chen Lin and Lii-Yuh Leu (1993). Multiple Comparisons with the Best for Exponential Distributions. 13. Lii-Yuh Leu and TaChen Liang(1993). Simultaneously Selecting Homogeneous Bernoulli Populations: An Empirical Bayes Approach. 14. I-Chen Lin and Lii-Yuh Leu ( 1992).Bayesian Estimators for the Mean of the Selecting Exponential Population. 15. Lii-Yuh Leu ( 1992). Optimal Confidence Interval of the Largest Guarantee Time of k Exponential Populations. 16. Lii-Yuh Leu ( 1990). 張量方法在統計上的應用。 17. Gupta, S.S. and Lii-Yuh Leu (1989). On A Classification Problem: Ranking And Selection Approach. 18. Lii-Yuh Leu (1989).Nonparametric Selection Procedures For Selecting Populations Better Than Control. 19. Lii-Yuh Leu ( 1987).Multiple Comparisons With The Best. 20. Lii-Yuh Leu ( 1987). Asymptotic Distribution-Free Selection Procedures For The t Best Populations. 21. Lii-Yuh Leu and Jiin-Huarng Guo( 1987). Restricted Estimation In General Linear Model. |
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榮譽事蹟 | |
| 1.單任國內外統計期刊論文審查人。 2.單任國家考試閱卷委員。 3.國科會數學中心審議委員。 4.中華機率統計學會理事。 5.考試院典試委員，命題委員，審題委員，閱卷委員。 6.中國統計學報編輯委員。 7.中國統計學社學術委員會委員、教育委員會委員、海外社務委員會委員。 8.中華機率統計學會理事及財務委員會召集人。 |
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研究計畫 | |
| 1. 韋伯可靠度問題（2/2）(NSC92-2118-M008-010) 2. 韋伯可靠度問題（1/2）(NSC91-2118-M008-002) 3. 選取最可靠韋伯母體的修正擇優程序(NSC90-2118-M008-010) 4. 韋伯分配的分類問題(NSC89-2118-M008-019) 5. 韋伯分配的擇優問題(NSC89-2118-M008-004) 6. 加速壽命試驗中推論問題研究：動態貝氏方法(NSC88-2118-M008-005) 7. 選擇最佳指數母體之限制子集擇優法(NSC87-2118-M008-005) 8. 貝氏穩定預測模型下的循序燒入處理程序(NSC86-2115-M008-016) 9. 非高斯狀態空間模型在加速試驗上的應用(NSC85-2121-M008-011) 10. 正確選擇機率的下界 (NSC84-2121-M008-005) 11. 選取優於控制的最佳母體之兩段經驗貝氏法則 (NSC83-0208-M008-005) 12. 被選指數母體平均數的估計 (NSC82-0208-M008-18) 13. 指數分配的選擇問題 (NSC81-0208-M008-16) 14. Majorization 在多項分配選取問題之應用 (NSC80-0208-M008-02) 15. 張量方法在統計上的應用(NSC79-0208-M008-05) 16. 選取優於控制母體的無母數選擇方法( NSC77-02028-M008-19 ) 17. 關於Behrens-Fisher 問題(NSC77-0208-M008-03) 18. 多母體中每一母體與最佳母體的多重比較方法(NSC76-0208-M008-05) 19. 在母體相關情況下如何選取優於控制的最佳常態母體(NSC75-0208-M008-08) 20. 關於如何選取靠近標準的母體的選取方法(NSC74-0208-M008-01) |
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