RESEARCH

Research Interests

  • Probability and Statistics

  • Quality Control

  • Reliability analysis

  • Inventory model

  • Fuzzy theory

  • Generalized linear model

Publications

  1. Cheng, K. F. and Wu, J. W., 1992, Estimation of exponential regression parameters using binary data, Communication in Statistics Theory and Methods, 21, 2203-2214. (SCI)

  2. Cheng, K. F. and Wu, J. W., 1994, Testing goodness of fit for a parametric family of link functions, Jouranl of the American Statistical association, 89, 657-664. (SCI)

  3. Cheng, K. F. and Wu, J. W., 1994, Adjusted least squares estimates for the scaled regression coefficients with censored data, Journal of the American Statistical Association, 89, 1483-1491. (SCI)

  4. Jang, J. B., Wu, J. W. and Tsai, T. R., 1995, A comparison between logistic regression model and discriminant model in financial rating of Taiwan's Stock companies, Journal of Management Sciences, 12, 93-112. (Chinese)

  5. Wu, J. W., Jang, J. B. and Tsai, T. R., 1996, Fuzzy weighted scaled coefficients in semi-parametric model, Ann. Inst. Statist. Math., 48, 97-110. (SCI) (NSC 85-2121-M-032-003)

  6. Wu, J. W. and Ouyang, L. J., 1996, On characterizing distributions by conditional expectations of the functions of order statistics, Metrika, 43, 135-147. (SCI)

  7. Wu, J. W., 1996, The quasi-likelihood estimation in regression. Ann. Inst. Statist. Math., 48,283-294. (SCI) (NSC 82-0208-M-032-023T)

  8. Ouyang, L. J. and Wu, J. W., 1996, Characterizations of the power and pareto distributions, The International Journal of Information and Management Sciences, 7, No.2, 11-21. (EI)

  9. Wu, J. W. and Tsai, T. R., 1997, Inference in semi-parametric model based on optimal fuzzy clustering method, The International Journal of Information and Management Sciences, 8, No.1, 51-62. (EI) (NSC 86-2115-M-032-014)

  10. Wu, J. W. and Ouyang, L. J., 1997, Characterizations based on conditional expectations of nonadjacent order statistics, The International Journal of Information and Management Sciences, 8, No. 3, 43-53. (EI)

  11. Cheng, K. F. and Wu, J. W., 1998, An optimal test for the mean function hypothesis, Statistica Sinica, 8, 477-487. (SCI)

  12. Wu, J. W. and Ouyang, L. J., 1998, An Identity for the Conditional Expectations of Functions of Adjacent Order Statistics, Journal of Interdisciplinary Mathematics, 1, No. 2-3, 149-159. (EI)

  13. Wu, J. W. and Ouyang, L. J., 1998, Two characteristic properties of the exponential distribution based on order statistics, Journal of Interdisciplinary Mathematics, 1, No.1, 93-100. (EI)

  14. Wu, J. W. and Lee, W. C., 1998, Characterization of Generalized Mixtures of Exponential Distribution based on Conditional Expectation of Order Statistics, Journal of The Japan Statistical Society, 28, No.1, 39-44. (MathSCI)

  15. Wu, J. W. and Lee, W. C., 1998, Characterization of Discrete Mixtures of Exponential Distribution based on Conditional Expectation of Order Statistics, Journal of Information and Optimization Sciences, 19, 433-443. (EI)

  16. Wu, J. W. and Ouyang, L. J., 1999, An identity for the expectations of joint functions of nonadjacent order statistics, Metron, 57, 105-116. (MathSCI)

  17. Wu, J. W. and Lee, W. C., 1999, On characterizations of generalized mixtures of geometric and exponential distributions by conditional expectation of record values, Journal of the Japan Statistical Society, 29, 99-104. (MathSCI)

  18. Wu, J. W. and Lee, W. C., 1999, Characterization of the Mixtures of Gompertz Distributions by Conditional Expectation of Order Statistics, Biometrical Journal, 41, 371-381. (SCI)

  19. Wu, J. W., 1999, Parameter Estimation For The Brittle Fracture Distribution, Far East Journal of Theoretical Statistics, 3, 89-102. (MathSCI) (NSC 87-2118-M- 032-008)

  20. Wu, J. W., Yu, R. and Hung, W. L., 1999, A characterization of certain discrete exponential families based on conditional expectation, Far East Journal of Mathematical Sciences, 1, 837-847. (MathSCI) (NSC 87-2118-M-032-008)

  21. Wu, J. W., Lin, C., Tan, B. and Lee, W. C., 1999, An EOQ inventory model with ramp type demand rate for items with Weibull deterioration, International Journal of Information and Management Sciences, 10, 41-51. (EI)

  22. Hung, W. L. and Wu, J. W., 1999, Some properties of the extended generalized logistic-gamma distribution with applications, International Journal of Information and Management Sciences, 10, 41-58. (EI)

  23. Wu, J. W., Hung, W. L. and Lee, H. M., 2000, Some moments and limit behaviors of the generalized logistics distribution with applications, Proceedings of the National Science Council, Part A, 24, 7-14. (EI) (NSC 87-2118-M-032- 009)

  24. Wu, J. W. and Tsai, T. R., 2000, The Fuzzy-weighted Quasi-likelihood Estimation, International Journal of Information and Management Sciences, 11, 65-73. (EI)

  25. Wu, J. W. and Yu, R., 2000, The optimal estimator of the common variance of the different populations with known Kurtosis, Journal of Information and Optimization Sciences,21, 211-220. (EI)

  26. Wu, J. W. and Tsai, W. L., 2000, Failure Censored Sampling Plan for the Weibull Distribution, International Journal of Information and Management Sciences, 11, 13-25. (EI)

  27. Wu, J. W., 2000, Characterization of the finite mixtures of exponential distribution by conditional moments of nonadjacent record values, Journal of the Japan Statistical Society, 30, 105-113. (MathSCI)

  28. Wu, J. W., Lin, C., Tan, B. and Lee, W. C., 2000, An EOQ Inventory Model with Time Varying Demand and Weibull Deterioration with Shortages, International Journal of Systems Science,31, 677-683. (SCI)

  29. Wu, J. W. and Lin, S. H., 2000, Estimation of the parameters of the extreme-value distribution under the first failure-censored sampling plan, Tamsui Oxford Journal of Mathematical Sciences, 16, 213-228. (MathSCI)

  30. Wu, J. W. and Tsai, H. Y., 2001, Mixture Inventory Model with Backorders and Lost Sales for Variable Lead Time Demand with the Mixtures of Normal Distribution, International Journal of Systems Science, 32, 259-268. (SCI)

  31. Wu, J. W., 2001, Characterizations of generalized mixtures of geometric and exponential distributions based on upper record values, Statistical Papers, 42, 123-133. (SCI)

  32. Wu, J. W. and Lee, W. C., 2001, The quasi-score statistic in quasi-likelihood model, Statistics, 35, 523-535. (SCI) ( NSC 83-0208-M-032-019)

  33. Pakes, A. G., Hung, W. L. and Wu, J. W., 2001, CRITERIA FOR THE UNIQUE DETERMINATION OF PROBABILITY DISTRIBUTIONS BY MOMENTS, The Australian and New Zealand Journal of Statistics, 43, 101-111. (SCI)

  34. Wu, J. W., 2001, A note on characterizations of finite mixture of geometric distributions by conditional expectation of order statistics, Journal of Applied Statistical Science, 10, 167-180. (MathSCI)

  35. Wu, J. W. and Lin, S. H., 2001, Interval Estimation of the Weibull Distribution under the Failure-Censored Sampling Plan, International Journal of Information and Management Sciences, 12, 39-50. (EI) ( NSC 89-2118-M-032-002)

  36. Wu, J. W. and Lee, W. C., 2001, On the characterization of generalized extreme value, power function, generalized Pareto and classical Pareto distributions by conditional expectation of record values, Statistical Papers, 42, 225-242. (SCI)

  37. Lu, H. L., Chen, C. H. and Wu, J. W., 2001, Joint estimation for the parameters of the extreme value distributions, Journal of the Chinese Statistical Association, 39, 289-304. (Chinese)

  38. Hung, W. L. and Wu, J. W., 2001, A note on the correlation of fuzzy numbers by expected interval, International Journal of Uncertainty, Fuzziness and Knowledge-Based Systems, 9, 517-523. (SCI)

  39. Wu, J. W., Tsai, T. R. and Ouyang, L. J., 2001, Limited Failure-Censored Life Test for the Weibull Distribution, IEEE Transactions on Reliability, 50, 107-111. (SCI)

  40. Wu, J. W., 2001, A note on determining the number of outliers in an exponential sample by least squares procedure, Statistical Papers, 42, 489-503. (SCI)

  41. Wu, J. W. and Yang, C. C., 2002, A note on the weighted moments estimation of the scale parameters of exponential distribution based on multiply type II censored sample, Quality & Reliability Engineering International, 18, 149-154. (SCI)

  42. Wu, J. W. and Tsai, T. R., 2002, Weighted quasi-likelihood estimation based on fuzzy clustering analysis method and dimension reduction technique, Fuzzy Sets and Systems, 128, 353-364. (SCI)

  43. Lee, W. C. and Wu, J. W., 2002, An EOQ Model for Items with Weibull Distributed Deterioration, Shortages and Power Demand Pattern, International Journal of Information and Management Sciences, 13, 19-34. (EI)

  44. Wu, J. W., 2002, Characterizations of generalized mixtures of geometric and exponential distributions based on order statistics, Metron, 60, 95-109. (MathSCI)

  45. Hung, W. L. and Wu, J. W., 2002, Correlation of fuzzy numbers by α-cut method, International Journal of Uncertainty, Fuzziness and Knowledge-Based Systems, 10, 725-735. (SCI)

  46. Hung, W. L. and Wu, J. W., 2002, Correlation of intuitionistic fuzzy sets by centroid method, Information Sciences, 144, 219-225. (SCI)

  47. Wu, J. W., Lee, W. C. and Tsai, H. Y., 2002, A note on minimax mixture of distributions free procedure for inventory model with variable lead time, Quality & Quantity, 36, 311-323. (SCI)

  48. Lu, H. L., Chen, C. H., Wu, J. W., 2002, Confidence region estimation for the parameters of extreme value distributions under different censored data, Journal of Cheng Kung University, Vol. 37, Sci. Eng. & Med, Section 1-18.

  49. Wu, J. W., 2003, On determing the number of upper or lower outliers in normal sample by least squares procedure, Journal of Information and Optimization Sciences, 24, 61-71. (EI)

  50. Hung, W. L. and Wu, J. W., 2003, Parameter Estimation of the Pareto Distribution under the first Failure-Censored Sampling Plan, Journal of Applied Statistical Science, 12, 113-121. (MathSCI)

  51. Wu, J. W. and Lee, W. C., 2003, An EOQ inventory model for items with Weibull deterioration, shortages and time varying demand, Journal of Information & Optimization Sciences, 24, 103-122. (EI)

  52. Wu, J. W. and Li, P. L., 2003, Optimal estimation of the parameters of the extreme value distribution based on the type II censored sample, Communication in Statistics Theory and Methods, 32, 533-554. (SCI) (NSC 89-2118 -M-032-002)

  53. Wu, J. W., Hung, W. L. and Tsai, C. H., 2003, Estimation of the Parameters of the Gompertz Distribution under the First Failure-Censored Sampling Plan, Statistics, 37, 517-525. (SCI)

  54. Wu, J. W., Lee, W. C. and Tsai, H. Y., 2003, A Note on Defective Units in Inventory Model with sub-lot sampling inspection for Variable Lead Time Demand with the Mixtures of Distribution, International Transactions in Operational Research, 10, 341-359. (MathSCI)

  55. Wu, J. W., Lu, H. L., Chen, C. H. and Yang, C. H., 2004, A note on the prediction intervals for a future ordered observation from a Pareto distribution, Quality and Quantity, 38, 217-233. (SCI)

  56. Lee, W. C., Wu, J. W. and Hou, W. B., 2004, A note on inventory model involving variable lead time with defective units for mixtures of distribution, International Journal of Production Economics, 89, 31-44. (SCI)

  57. Lee, W. C., Wu, J. W. and Hou, W. B., 2004, Inventory Model with a Service Level Constraint for Variable Lead Time Demand with the mixtures of distribution, Journal of Interdisciplinary Mathematics, 7, 125-151. (EI)

  58. Wu, J. W., Hung, W. L. and Chen, C. Y., 2004, Approximate MLE of the truncated Rayleigh distribution under the first failure-censored data, Journal of Information & Optimization Sciences, 25, 221-235. (EI)

  59. Lee, W. C. and Wu, J. W., 2004, A note on EOQ model for items with mixtures of exponential distribution deterioration, shortages and time-varying demand, Quality & Quantity, 38, 457-473. (SCI)

  60. Wu, J. W., Hung, W. L. and Tsai, C. H., 2004, Estimation of Parameters of the Gompertz Distribution Using the Least Squares Method, Applied Mathematics and Computation, 158, 133-147. (SCI) (NSC 89-2118-M-032-013)

  61. Lu, H. L., Chen, C. H. and Wu, J. W., 2004, A note on weighted least-squares estimation of the shape parameter of the Weibull distribution, Quality & Reliability Engineering International, 20, 579-586. (SCI)

  62. Wu, J. W., Lu, H. L., Chen, C. H. and Wu, C. H., 2004, Statistical inference about the shape parameter of the new two-parameter bathtub-shaped lifetime distribution, Quality & Reliability Engineering International, 20, 607-616. (SCI)

  63. Wu, J. W., 2004, On Characterizing Distributions By Conditional Expectations of Functions of Non-adjacent Record Values, Journal of Applied Statistical Science, 13, 137-145. (MathSCI)

  64. Wu, J. W. and Li, P. L., 2004, Optimal Estimation of the Parameters of the Gompertz Distribution Based on the Doubly Type II Censored Sample, Quality and Quantity, 38, 753-769. (SCI)

  65. Hung, W. L. and Wu, J. W., 2005, A note on determining the number of outliers in a normal sample with unequal variances by least squares procedure, Applied Mathematics and Computation, 162, 1007-1012. (SCI)

  66. Wu, J. W. and Yu, H. Y., 2005, Statistical inference about the shape parameter of the Burr type XII distribution under the failure-censored sampling plan, Applied Mathematics and Computation, 163, 443-482. (SCI)

  67. Wu, J. W., Lee, W. C. and Chen, S. C., 2005, Prediction intervals of future observation from one-parameter exponential distribution based on multiply type II censored samples, Applied Mathematics and Computation, 167, 741-806. (SCI)

  68. Wu, J. W., Wu, C. C. and Tsai, M. H., 2005, Optimal parameter estimation of the two-parameter bathtub-shaped lifetime distribution based on a type II right censored samples, Applied Mathematics and Computation, 167, 807-819. (SCI)

  69. Wu, J. W. and Lee, W. C., 2006, Computational algorithm of least absolute deviation method for determining number of outliers under normality, Applied Mathematics and Computation, 175, 609-617. (SCI)

  70. Lee, W. C., Wu, J. W. and Hsu, J. W., 2006, Computational algorithm for inventory model with a service level constraint, lead time demand with the mixture of distributions and controllable negative exponential backorder rate, Applied Mathematics and Computation, 175, 1125-1138. (SCI)

  71. Wu, J. W., Lee, W. C. and Yang, C. C., 2006, Computational comparison for ML estimator of quadratic functions of the Bernoulli parameter in IS and FSS methods, Applied Mathematics and Computation, 176, 317-323. (SCI)

  72. Wu, J. W., Lee, W. C. and Chen, S. C., 2006, Computational comparision for weighted moments estimators and BLUE of the scale parameter of a Pareto distribution with known shape parameter under type II multiply censored sample, Applied Mathematics and Computation, 181, 1462-1470. (SCI)

  73. Wu, J. W. and Tseng, H. C., 2006, Statistical inference about the shape parameter of the Weibull distribution by upper record values, Statistical Papers, 48, 95-129. (SCI)

  74. Hong, C. W., Wu, J. W. and Cheng, C. H., 2007, Computational procedure of performance assessment of lifetime index of businesses for the pareto lifetime model with the right type II censored sample, Applied Mathematics and Computation, 184, 336-350. (SCI) (NSC 95-2118-M-415-001)

  75. Wu, J. W., Lee, W. C. and Chen, S. C., 2007, Computational comparison of prediction future lifetime of electronic components with Pareto distribution based on multiply type II censored samples, Applied Mathematics and Computation, 184, 374-406. (SCI)

  76. Wu, J. W., Lee, W. C. and Tsai, H. Y., 2007, Computational algorithmic procedure of optimal inventory policy involving a negative exponential crashing cost and variable lead time demand, Applied Mathematics and Computation, 184, 798-808. (SCI)

  77. Wu, J. W., Lee, W. C. and Chen, S. C., 2007, Computational comparison of prediction intervals of future observation for two-parameter exponential distribution, Applied Mathematics and Computation, 184, 1084-1117. (SCI)

  78. Wu, J. W., Wu, S. F. and Yu, C. M., 2007, One-Sample Bayesian Predictive Interval of Future Ordered Observations for the Pareto Distribution, Quality and Quantity, 41, 251-263. (SCI) (NSC 93-2118-M-032-008)

  79. Lee, W. C., Wu, J. W. and Lei, C. L., 2007, Computational algorithmic procedure for optimal inventory policy involving ordering cost reduction and back-order discounts when lead time demand is controllable, Applied Mathematics and Computation, 189, 186-200. (SCI) (NSC 94-2213-E-309-013)

  80. Lee, W. C., Wu, J. W. and Yu, H. Y., 2007, Statistical Inference about the Shape Parameter of the Bathtub-Shaped Distribution under the Failure-Censored Sampling Plan, International Journal of Information and Management Sciences, 18, 157-172. (EI) (NSC 92-2118-M-032-010)

  81. Hung, W. L. and Wu, J. W., 2007, Multiple and Partial Correlation Coefficients of Fuzzy Sets, Quality and Quantity, 41, 333-340. (SCI)

  82. Wu, J. W., Lee, H. M. and Lei, C. L., 2007, Computational testing algorithmic procedure of assessment for lifetime performance index of products with two-parameter exponential distribution, Applied Mathematics and Computation, 190, 116-125. (SCI) (NSC 95-2118-M-415-001)

  83. Wu, J. W., Lee, W. C. and Chen, S. C., 2007, Computational comparison of the prediction intervals of future observation for three-parameter Pareto distribution with known shape parameter, Applied Mathematics and Computation, 190, 150-178. (SCI)

  84. Wu, J. W., Cheng, C. H. and Hong, C. W., 2007, Quality performance assessment system for Weibull lifetime product, Journal of National Defense Management, 28, 101-110.

  85. Lee, W. C., Wu, J. W. and Lei, C. L., 2007, Optimal inventory policy involving back-order discounts and variable lead time demand, International Journal of Advanced Manufacturing Technology, 34, 958-967. (SCI) (NSC 94-2213-E-309- 013)

  86. Wu, J. W., Lee, W. C. and Hou, H. C., 2007, Assessing the performance for the products with Rayleigh lifetime, Journal of Quantitative Management, 4, 147-160. (Chinese)

  87. Hong, C. W., Wu, J. W. and Cheng, C. H., 2008, Computational procedure of performance assessment of lifetime index of Pareto lifetime businesses based on confidence interval, Applied Soft Computing, 8, 698-705. (SCI) (NSC 95-2118- M-415-001)

  88. Wu, J. W., Lee, W. C., Pan, H. Y., Luu, C. T. and Chen, S. C., 2008, A note on weighted moments estimators of the parameters for three-parameter Pareto distribution with known shape parameter, Journal of Interdisciplinary Mathematics, 11, 525-541. (EI)

  89. Wu, J. W., Lee, H. M. and Lei, C. L., 2008, Computational procedure of assessing lifetime performance index of products for one-parameter exponential lifetime model with the upper record values, Proceedings of the Institution of Mechanical Engineers, Part B, Journal of Engineering Manufacture, 222, 1729-1739. (SCI)

  90. Hong, C. W., Wu, J. W. and Cheng, C. H., 2009, Implementing lifetime performance index for the pareto lifetime businesses of the service industries, Quality and Quantity, 43, 291-304. (SCI) (NSC 95-2118-M-415-001)

  91. Lee, W. C., Wu, J. W. and Hong, C. W., 2009, Assessing the lifetime performance index of products from progressively type II right censored data using Burr XII model, Mathematics and Computers in Simulation, 79, 2167-2179. (SCI)

  92. Lee, W. C., Wu, J. W. and Hong, C. W., 2009, Assessing the lifetime performance index of products with the exponential distribution under progressively type II right censored samples, Journal of Computational and Applied Mathematics, 231, 648-656. (SCI)

  93. Wu, J. W., Lee, W. C. and Lei, C. L., 2009, Optimal Inventory Policy Involving Ordering Cost Reduction, Back-Order Discounts, and Variable Lead Time Demand by Minimax Criterion, Mathematical Problems in Engineering, vol. 2009, Article ID 928932, 1-19. (SCI)

  94. Lee, W. C., Wu, J. W. and Lei, C. L., 2010, Evaluating the lifetime performance index for the exponential lifetime products, Applied Mathematical Modelling, 34, 1217-1224. (SCI) (NSC 95-2118-M-415-001, NSC 96-2118-M-415-001 and NSC 97-2118-M-415-001-MY2)

  95. Lee, W. C., Wu, J. W., Hong, C. W., Pan H. Y. and Hung, W. L., 2010, Decision procedure of performance assessment of lifetime index of products for the Gompertz distribution, Proceedings of the Institution of Mechanical Engineers, Part B, Journal of Engineering Manufacture, 224(B3), 493-499. (SCI) (NSC 96- 2221-E-309-001, NSC 96-2118-M-415-001 and NSC 97-2118-M-415-001- MY2)

  96. Lee, W. C., Hong, C. W., Wu, J. W. and Pan H. Y., 2010, Assessing the Lifetime Performance Index of Products or Businesses with the Power Distribution Family, Journal of Taiwan Intelligent Technologies and Applied Statistics, 8(2), 1-19. (NSC 99-2118-M-415-001)

  97. Lee, W. C., Wu, J. W., Hong, M. L., Lin, L. S. and Chan, R. L., 2011, Assessing the lifetime performance index of Rayleigh products based on the Bayesian estimation under progressive type II right censored samples, Journal of Computational and Applied Mathematics, 235, 1676-1688. (SCI) (NSC 99-2118- M-415-001)

  98. Lee, H. M., Lee, W. C., Lei, C. L. and Wu, J. W., 2011, Computational procedure of assessing lifetime performance index of Weibull lifetime products with the upper record values, Mathematics and Computers in Simulation, 81, 1177-1189. (SCI) (NSC 97-2118-M-415-001-MY2 and NSC 99-2118-M-415-001)

  99. Lee, H. M., Wu, J. W., Lei, C. L. and Hong, W. L., 2011, Implementing lifetime performance index of products with two-parameter exponential distribution, International Journal of Systems Science, 42, 1305-1321. (SCI) (NSC 95-2118- M-415-001, NSC 96-2118-M-415-001 and NSC 97-2118-M-415-001-MY2)

  100. Lee, W. C., Wu, J. W. and Li, C. T., 2011, Characterization of the mixtures of Rayleigh distributions by conditional expectation of order statistics, Statistical Papers, 52, 657-675. (SCI) (NSC 97-2118-M-415-001-MY2)

  101. Wu, J. W., Lee, W. C., Lin, L. S. and Hong, M. L., 2011, Bayesian test of lifetime performance index for exponential products based on the progressively type II right censored sample, Journal of Quantitative Management, 8, 57-77. (NSC 99-2118-M-415-001, NSC 100-2118-M-415-002 and NSC 100-2221-E-309- 002)

  102. Pan, H. Y., Wu, J. W., Huang, K. T. and Wang, W. C., 2012, Evaluating the Lifetime Performance Index of Exponential Products Based on Doubly Type-II Censored Samples, ICIC Express Letters, Part B: Applications, 3, 609-614. (EI) (NSC 97-2118-M-415-001-MY2 and NSC 99-2118-M-415-001)

  103. Hong, C. W., Lee, W. C. and Wu, J. W., 2012, Computational Procedure of Performance Assessment of Lifetime Index of Products for the Weibull Distribution with the Progressive First-Failure-Censored Sampling Plan, Journal of Applied Mathematics, vol. 2012, Article ID 717184, 1-13. (SCI) (NSC 100- 2221-E-158-004)

  104. Lee, W. C., Wu, J. W., Tsou, H. H. and Lei, C. L., 2012, Computational procedure of optimal inventory model involving controllable backorder rate and variable lead time with defective units, International Journal of Systems Science, 43, 1927-1942. (SCI) (NSC 97-2221-E-307-008)

  105. Tsou, H. H., Lee, W. C., Wu, J. W. and Lei, C. L., 2012, Computational Procedure of Optimal Inventory Model Involving Controllable Backorder Discounts and Variable Lead Time with Defective Units, International Journal of Innovative Computing, Information and Control, 8, 8455-8472. (EI)

  106. Lee, W. C. and Wu, J. W., 2013, Reply to “open problem of fuzzy confidence interval for fuzzy process capability index”, Journal of Intelligent & Fuzzy Systems, 24, 1–3. (SCI)

  107. Lee, W. C., Wu, J. W. and Li, C. T., 2013, Characterization of Mixtures of Weibull and Pareto Distributions Based on Conditional Expectation of Order Statistics, Communication in Statistics-Theory and Methods, 42, 413-428. (SCI) (NSC 99-2118 -M-415-001)

  108. Lee, W. C., Wu, J. W., Hong, C. W. and Hong, S. F., 2013, Evaluating the Lifetime Performance Index Based on the Bayesian Estimation for the Rayleigh Lifetime Products with the Upper Record Values, Journal of Applied Mathematics, vol. 2013, Article ID 547209, 1-13. (SCI) (NSC 101-2221-E-158- 003, NSC 99-2118-M-415-001, and NSC 100-2118-M-415-002)

  109. Lee, H. M., Wu, J. W. and Lei, C. L., 2013, Assessing the Lifetime Performance Index of Exponential Products With Step-Stress Accelerated Life-Testing Data, IEEE Transactions on Reliability, 62, 296-304. (SCI)

  110. Wu, J. W., Chen S. C., Lee, W. C. and Lai, H. Y., 2013, Weighted Moments Estimators of the Parameters for the Extreme Value Distribution Based on the Multiply Type II Censored Sample, The Scientific World Journal, vol. 2013, Article ID 281624, 1-8. (SCI) (NSC 100-2221-E-309-002, NSC 101-2118-M- 415-001, and NSC 101-2221-E-309-004)

  111. Lee, W. C., Wu, J. W., Hong, C. W., Ho, K. C. and Lin, Y. C., 2013, Performance Evaluation for Lifetime Performance Index of Products for the Generalized Exponential Distribution with Upper Record Values, Journal of Quality, 20, 275- 304. (EI) (NSC 99-2118-M-415-001 and NSC 101-2118-M-415-001) (Chinese)

  112. Lee, W. C., Wu, J. W. and Chiu, Y. C., 2013, Assessing the lifetime performance index for the generalized exponential product under the progressively type II right censored sample, Journal of Quantitative Management, 10, 47-60. (NSC 102-2221-E-415-022) (Chinese)

  113. Lee, W. C. and Wu, J. W., 2013, Computational procedure of assessing the quality performance for Burr Type X products with the lower record values, Journal of Quantitative Management, 10, 61-72. (NSC 102-2221-E-415-022 and NSC 101-2221-E-309-004)

  114. Wu, J. W., Hong, C. W. and Lee, W. C., 2014, Computational procedure of lifetime performance index of products for the Burr XII distribution with upper record values, Applied Mathematics and Computation, 227, 701-716. (SCI) (NSC 102-2221-E-415-022, NSC 101-2221-E-309-004 and NSC 99-2221-E-158-004)

  115. Wu, J. W., Lee, W. C., Hong, C. W. and Yeh, S. Y., 2014, Implementing Lifetime Performance Index of Burr XII Products with Progressively Type II Right Censored Sample, International Journal of Innovative Computing, Information and Control, 10, 671-693. (EI) (NSC 102-2221-E-415-022, NSC 101-2221-E- 309-004, NSC 101-2118-M-415-001, NSC 100-2221-E-309-002 and NSC 99- 2221-E-158-004)

  116. Lee, W. C., Wu, J. W. and Chi, C. H., 2014, COMPUTATIONAL PROCEDURE OF ASSESSING THE QUALITY PERFORMANCE FOR WEIBULL PRODUCTS WITH THE UPPER RECORD VALUES, ICIC Express Letters, Part B: Applications, 5, 1063-1068. (EI) (NSC 102-2221-E-415-022, NSC 101-2118-M- 415-001, NSC 101-2221-E-309-004)

  117. Wu, J. W. and Lee, W. C., 2015, Statistical Testing Procedure for Assessing The Quality Performance of Exponentiated Weibull Products with The Lower Record Values, Journal of Statistics & Management Systems, 18, 161-176. (MOST 103-2221-E-309-002 and MOST 103-2221-E-415-025) (EI)

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