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楊明宗 教授   MING-CHUNG YANG
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電子郵件: myang@mail.knu.edu.tw
個人網站: http://www.knu.edu.tw/finance/teacher01.html

學經歷
  學 歷:
美國佛羅里達大學統計系博士

經 歷:
開南大學財務金融系主任暨所長
國立中央大學統計研究所所長
美國佛羅里達大學統計系客座教授
美國康乃爾大學數學系客座研究員
國立中央大學統計研究所副教授、教授
美國愛荷華大學統計系助理教授
 

研究領域
  財務時間序列、計量經濟、多變量分析、市場調查方法  

論文著作
  A. 期刊論文
1. Liang, T., Chen, L.-S. and Yang*, M.-C. (2012). Efficient Bayesian sampling plans for exponential distributions with random censoring. Journal of Statistical Planning and Inference, 142, 537-551. (SCI)
2. Chen*, L.-S. and Yang, M.-C. (2011). Empirical Bayes testing for equivalence. Journal of Statistical Planning and Inference, 141, 2670-1681. (SCI)
3. Liang, T. and Yang*, M.-C. (2011). Optimal Bayesian sampling plans for exponential distributions based on hybrid censored samples. To appear in Journal of Statistical
Computation and Simulation. (SCI)
4. Tsai*, T.-R., Chiang, J.-Y., Liang, T. and Yang, M.-C. (2011). Efficient Bayesian Sampling Plans for Exponential Distributions with Type-I Censored Samples. Submitted for publication. (SCI)
5. Chen, L.-S. and Yang*, M.-C. (2009). Improved p-values for testing marginal homogeneity in 2×2 contingency tables. Communications in Statistics-Theory and Methods, 38, 1649-1663. (SCI)
6. Lin, C.-Y. and Yang*, M.-C. (2009). Improved p-value tests for comparing two independent binomial proportions. Communications in Statistics-Simulation and Computation, 38, 78-91. (SCI)
7. Chen, L.-S. and Yang*, M.-C. (2009). Noninformative Bayesian p-values for testing marginal homogeneity in 2×2 contingency tables. Tamkang Journal of Mathematics, 40,
415-427.
8. Chen, L.-S., C.-Y. Lin and Yang*, M.-C. (2008). Improved confidence intervals for the difference of marginal proportions in binary matched-pairs design. Journal of the Chinese Statistical Association, 46 , 106-117. (Econlit)
9. Lin, C.-Y. and Yang*, M.-C. (2006). Improved exact confidence interval for the odds ratio in two independent binomial samples. Biometrical Journal, 48, 1008-1019. (SCI)
10. Chen, L.-S. and Yang*, M.-C. (2006). Optimality of the mid p-value for testing marginal homogeneity in binary matched-pairs data. Journal of the Chinese Statistical Association, 44, 33-50. (Econlit)
11. Yang*, M.-C., D.-W. Lee and J. T. Gene Hwang (2004). The equivalence of the mid p-value and expected p-value for testing equality of two balanced binomial proportions.
Journal of Statistical Planning and Inference, 126, 273-280. (SCI)
12. Yang, M.-C. and J. T. Gene Hwang* (2001). An optimality theory for mid p-values in 2×2 contingency tables. Statistica Sinica, 11, 807-826. (SCI)
13. Yang*, M.-C., D.-W. Lee and L.-Y. Quyang (2000). A study of some related problems on wage structure and promotion in private enterprises. Journal of Management and Systems, 7, 271-282. (TSSCI)
14. Yang*, M.-C. and Y.-H. Liu (1997). Posterior robustness in simultaneous estimation problem with exchangeable contaminated priors. Journal of Statistical Planning and
Inference, 65, 129-143. (SCI)
15. Yang, M.-C. and M. Ghosh* (1996). Noninformative priors for the two sample normal problem. TEST, 5, 145-157. (SCI)
16. Yang*, M.-C. and M. Ghosh (1996). Inconsistent MLE's for multiple-choice questionnaire Rasch models. Parisankhya Samikkha, 2, 31-40.
17. Yang*, M.-C. and Y.-H. Liu (1995). Bounded risk conditions in simultaneous estimation of independent Poisson means. Journal of Statistical Planning and Inference, 47, 319-331. (SCI)
18. Yang*, M.-C. and Y.-H. Liu (1995). Posterior robustness estimation of independent Poisson means. Journal of the Chinese Statistical Association, 33, 491-520.
19. Yang*, M.-C. and Y.-H. Liu (1993). Simultaneous estimation of Poisson means under relative squared error loss. Statistics & Decisions, 11, 357-375.
20. Yang, M.-C. (1992). Ridge estimation of independent Poisson means under entropy loss. Statistics & Decisions, 10, 1-23.
21. Yang, M.-C. (1991). Adaptive ridge estimation of Poisson means under normalized quadratic loss. The Proceedings of Taipei Symposium, 649-661.
22. Yang, M.-C. (1990). Compromise between generalized Bayes and Bayes estimators of Poisson means under entropy loss. Communications in Statistics - Theory and Methods, 19,
935-951. (SCI)
23. Yang, M.-C. and M. Ghosh* (1988). Simultaneous estimation of Poisson means under entropy loss. Annals of Statistics, 16, 278-291.(SCI)
24. Yang, M.-C. and A. Agresti* (1987). An empirical investigation of some effects of sparseness in contingency tables. Computational Statsitics & Data Analysis, 5, 9-21. (SCI)
25. Yang, M.-C. (1978). Selecting the important variables for linear regression models. Journal of the Chinese Statistical Association, 16, 6103-6107.

B. 研討會邀請論文
1. Chen, Lee-Shen and Ming-Chung Yang (2011). A Bayesian approach for selecting the best exponential population with interval censored samples. Invited paper in the International Conference - Advanced in Probability and Statistics, Hong Kong.
2. 劉衛蒼、劉明哲、賴正國、楊明宗 (2005). 「利用多元迴歸方法進行污水下水道廢水水質指標關係研究」,環境分析化學研討會邀請論文,中壢:行政院環境保護署環境檢驗所。
3. Chen, Lee-Shen and Ming-Chung Yang (2004). “Optimality of mid p-values for testing marginal homogeneity in binary matched pairs data”,台灣智慧科技與應用統計學會邀請論文,嘉義:中正大學。
4. 陳立信,周政良,楊明宗 (2003). 「台閩地區老人福利需求之研究」,台灣智慧科技與應用統計學會邀請論文,台北:輔仁大學。
5. Hwang, Gene J. T. and Ming-Chung Yang (1999). Exact inference of p-values for comparing two binomial proportions. Presented in the Annual Meeting of ENAR Conference, Atlanta, Georgia, U. S. A.
6. Yang, Ming-Chung (1998). Evaluate the p-values for testing the conditional independence in 2×2×K contingency tables using the estimated truth approach. Invited talk presented in the Annual Meeting of Chinese Statistical Association, Chiayi, Taiwan, R. O. C.
7. Yang, Ming-Chung (1998). Validity of p-values for testing the independence in 2×2 contingency tables. Invited paper of the Fourth Conference on Theory and Applications of
Probability and Statistics, Taipei, Taiwan, R. O. C.
8. Yang, Ming-Chung (1998). Validity of hypothesis estimates for two-way contingency tables. Invited paper of Taipei International Statistical Symposium, Taipei, Taiwan, R. O. C.
9. Hwang, Gene J. T. and Ming-Chung Yang (1998). Evaluate the p-values for testing the independence in 2×2 contingency table using estimated truth approach. Presented in the Annual Meeting of ENAR Conference, Pittsburgh, Pennsylvania, U. S. A. and Purdue Symposium of Statistical Decision Theory, West Lafayette, Indiana, U. S. A.
10. 陳立信、張正賢、楊明宗 (1997). 多層次傳銷評鑑系統之驗證與修正,公平交易法與學術研討會邀請論文。
11. Yang, Ming-Chung and Malay Ghosh (1990). Ridge estimation of independent Poisson means. Presented in the First Conference of International Chinese Statistical Association, Hong Kong.
12. Yang, Ming-Chung (1990). Adaptive ridge estimation of independent Poisson means. Invited paper of 1990 International Statistical Symposium, Taipei, R. O. C.
13. Yang, Ming-Chung (1988). Compromise between generalized Bayes and Bayes estimators of independent Poisson means. Invited paper in the Annual Meeting of Chinese Statistical
Association, Taipei, R. O. C.

C. 其它著作
1. Yang, Ming-Chung (2011). The study of frequentist and Bayesian p-values for testing non-inferiority for binary matched-pairs data. (NSC 99-2118-M424-001).
2. Yang, Ming-Chung (2010). The study of Barnard convexity for p-value tests in a match-pairs design. (NSC 98-2118-M008-001).
3. Yang, Ming-Chung (2009). Marginal homogeneity tests of dependent multivariate multinomial responses. (NSC 97-2118-M008-004).
4. Yang, Ming-Chung (2008). Improved confidence intervals in a 2×2 matched-pairs design (1). (NSC 95-2118-M008-008-MY2).
5. Yang, Ming-Chung (2007). Improved confidence intervals in a 2×2 matched-pairs design (2). (NSC 95-2118-M008-008-MY1).
6. Yang, Ming-Chung (2006). Improved confidence estimation for the odds ratio in two independent binomial trials. (NSC 94-2118-M008-006)
7. Yang, Ming-Chung (2005). Bayesian p-values for testing marginal homogeneity in 2×2 contingency tables. (NSC 93-2118-M008-006).
8. Yang, Ming-Chung (2004). The study of Bayesian p-values in two-way contingency tables. (NSC 92-2118-M008-008).
9. Yang, Ming-Chung (2003). The study of Fisher’s mid p-values in two-way contingency tables under binomial, multinomial and Poisson sampling scheme (3). (NSC 91-2118-M008-001).
10. 楊明宗、陳立信、洪文良 (2003). 「民國九十一年台閩地區老人狀況調查」,行政院內政部。
11. Yang, Ming-Chung (2002). The study of Fisher’s mid p-values in two-way contingency tables under binomial, multinomial and Poisson sampling scheme (2). (NSC 91-2118-M008-014).
12. Yang, Ming-Chung (2001). The study of Fisher’s mid p-values in two-way contingency tables under binomial, multinomial and Poisson sampling scheme (1). (NSC 90-2118-M008-021).
13. 楊明宗、洪文良 (2001). 「民國八十九年改進銓敘部統計年報內容之研究」,考試院銓敘部。
14. 楊明宗、陳立信、洪文良 (2001). 「民國八十九年台閩地區老人狀況調查」,行政院內政部。
15. Yang, Ming-Chung (2000). Evaluate the p-values under the Neyman-Pearson framework of testing hypotheses in 2×2 contingency tables. (NSC 89-2118-M008-002).
16. 楊明宗、陳立信、洪文良 (2000).「民國八十八年台閩地區老人福利機構需求概況調查」,行政院內政部。
17. Yang, Ming-Chung and J. T. Gene Hwang (1999). Evaluate the p-value for testing the independence in 2×2 contingency table using estimated truth approach.
18. Yang, Ming-Chung and J. T. Gene Hwang (1999). Exact inference of p-values for comparing two binomial proportions.
19. Yang, Ming-Chung (1999). Validity of hypothesis estimators for two-way contingency tables. (NSC 88-2118-M008-010).
20. 楊明宗、洪文良 (1999).「新竹市安老津貼民意調查」,新竹市政府。
21. Yang, Ming-Chung (1998). Conditional inference for 2×2×2 contingency tables. (NSC 87-2118-M008-001).
22. 楊明宗、洪文良 (1998). 「新竹市政府為民服務與施政成果滿意度民意調查」,新竹市政府。
23. 楊明宗、鄭光甫 (1998).「中華民國體育統計」,行政院體委會。
24. Yang, Ming-Chung (1997). Conditional inference for two-way contingency tables. (NSC 86-2115-M008-019).
25. 鄭光甫、楊明宗、吳忠武 (1997). 「製造業產業結構變動對工業生產指數之影響與基期改編之方法」,行政院經濟部。
26. 楊明宗、張正賢、鄭優 (1997). 「多層次傳銷評鑑系統之驗證與修正」,行政院公平交易委員會。
27. 鄔宏潘、楊明宗等 (1997). 「農牧業溫室氣體減量等略規劃及衝擊評估」,行政院環保署。
28. Yang, Ming-Chung (1996). Conditional inference on the 2×2 binomial trial. (NSC 85-2121-M008-007).
29. 楊明宗、林建煌、鄭光甫、張正賢、王弓 (1996). 「建立多層次傳銷預警系統模式」,行政院公平委員會。
30. 林建煌、楊明宗、鄭光甫、張正賢、王弓 (1996). 「多層次傳銷預警指標之探討與選擇」,行政院公平交易委員會。
31. Yang, Ming-Chung (1995). Bayesian estimation of multiple-choice questionnaire Rasch models. (NSC 84-2121-M008-006).
32. 楊明宗、劉應興 (1994). 數理統計學,台北:華泰書局。
33. Yang, Ming-Chung (1993). Multivariate estimation of Poisson means-bounded risk estimation and restricted space estimation for Poisson means. (NSC 82-0208-M008-016).
34. Yang, Ming-Chung (1992). Empirical Bayes and hierarchical Bayes estimation of multiple Poisson means. (NSC 81-0208-M008-015).
35. Yang, Ming-Chung (1991). The effects of power- divergence statistic in the sparse contingency tables. (NSC 80-0208-M008-010).
36. Yang, Ming-Chung (1990). Computational methods of MLE in linear or loglinear models on categorical data. (NSC 79-0208-M008-012).
37. Yang, Ming-Chung (1989). Model-based smoothed methods for estimating cell proportions in cross classification tables with ordered categories. N.S.C. Research Report.
38. Yang, Ming-Chung (1988). All admissible linear estimators of multiple Poisson means under entropy loss. Grad. Inst. of Statistics, National Central University.
39. Yang, Ming-Chung (1986). Estimation of multiple Poisson means under entropy loss. Ph. D. Thesis, Department of Statistics, University of Florida.
 

榮譽事蹟
  考試院公務人員初等、高等考試典試委員
行政院主計處高級主計人員訓練班講座
行政院財政部所得稅電腦選案訓練班講座
行政院主計處統計調查規畫設計與分析人員、主計人員訓練班講座
高等教育評鑑中心大學校院系所評鑑評鑑委員
行政院內政部統計委員會委員
 

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