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機構 日期 題名 作者
淡江大學 2019-01-30 A hypothesis testing procedure of assessment for the lifetime performance index under a general class of inverse exponentiated distributions with progressive type I interval censoring KAYAL, TANMAY;TRIPATHI, YOGESH MANI;WU, SHU-FEI
淡江大學 2019 A modified multiple comparisons with a control for exponential location parameters based on doubly censored sample under heteroscedasticity Wu, Shu-Fei
淡江大學 2018-05-08 Multiple comparisons with the average for exponential location parameters based on doubly censored sample under heteroscedasticity Wu, Shu-Fei
淡江大學 2018-04 The nonparametric confidence interval for the process capability index generalized Cpw Wu, Shu-Fei
淡江大學 2018-01-15 A computational algorithm for the evaluation on the lifetime performance index of products with Rayleigh distribution under progressive type I interval censoring Wu, Shu-Fei;Lin, Ying-Tzu;Chang, Wen-Jui;Chang, Chia-Wei;Lin, Chen
淡江大學 2017-11-07 One stage multiple comparisons of k-1 treatment mean lifetimes with the control for exponential distributions under heteroscedasticity. Communications in Statistics: Simulation and Computation Wu, Shu-Fei
淡江大學 2017-08-28 A hypothesis testing procedure for the evaluation on the lifetime performance index of products with Burr XII distribution under progressive type I interval censoring Wu, Shu-Fei;Chen, Tzu-Chin;Chang, Wen-Jui;Chang, Chia-Wei;Lin, Chen
淡江大學 2017-06 Computational testing algorithmic procedure of assessment for lifetime performance index of Pareto products under progressive type I interval censoring Wu, Shu-Fei;Lu, Jin-Yang
淡江大學 2017-02 Computational testing algorithmic procedure of assessment for lifetime performance index of products with weibull distribution under progressive type I interval censoring Wu, Shu-Fei;Lin, Meng-Ju
淡江大學 201604 An Optimal Confidence Region for the Largest and the Smallest Means from a Multivariate Normal Distribution Wu, Shu-Fei;Chen, Hubert J.
淡江大學 201604 Prediction Interval of Future Waiting Times of the Exponential Distribution under Multiply Type II Censoring Wu, Shu-Fei
淡江大學 2016/8/17 Prediction Interval of Future Waiting Times of the Exponential Distribution under Multiply Type II Censoring Wu, Shu-Fei
淡江大學 2016/06/24 Prediction Interval of the Future Observations of the Exponential Distribution under Multiply TypeⅡCensoring Wu, Shu Fei
淡江大學 2016/06/24 The General Weighted Moment Estimator of the Scale Parameter of the Two-Parameter Exponential Distribution under Multiply TypeⅡ Censoring Wu, Shu-Fei
淡江大學 2016-09 Prediction Interval of Future Waiting Times of the Exponential Distribution under Multiply Type II Censoring Wu, Shu Fei
淡江大學 2016-01 Computational testing algorithmic procedure of assessment for lifetime performance index of products with one-parameter exponential distribution under progressive type I interval censoring Wu, Shu-Fei; Lin, Ying-Po
國立成功大學 2016 On Testing the Mean Equivalence of Treatments from Correlated Normal Populations Chen, Hubert J.;Wu, Shu-Fei;Shao, Pei-Chi;Wang, Wen-Gine
淡江大學 2015-01 The optimal allocation combination for the one-sided sequential screening procedure based on the individual misclassification error Wu, Shu-Fei; Lin, Ying-Po
淡江大學 2015 The Optimal Allocation Combination for the One-Sided Sequential Screening Procedure Based on the Individual Misclassification Error Wu, Shu-Fei; Lin, Ying-Po
淡江大學 2014-11-22 The General Weighted Moment Estimator of the Scale Parameter of the Two-Parameter Exponential Distribution under Multiply TypeⅡ Censoring Wu, Shu-Fei
淡江大學 2014-07-02 On testing the mean equivalence of treatments from correlated normal populations Chen, Hubert J.;Wu, Shu-Fei;Shao, Pei-Chi;Wang, Wen-Gine
淡江大學 2014-04-02 The optimal allocation combination for the two-sided sequential screening procedure based on the individual misclassification error Wu, Shu-Fei; Lin, Ying-Po
淡江大學 2014-01 The Estimated Expected Test Time of Two-Parameter Extreme-Value Distribution under Type II Progressive Censoring Wu, Chin-Chuan; Wu, Shu-Fei
國立中正大學 2014 退休婦女再就業經驗學習之研究 吳淑妃; Wu, Shu-Fei
淡江大學 2013-12 One stage multiple comparisons with the average for exponential location parameters under heteroscedasticity Wu, Shu-Fei

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