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教師資料查詢 | 教師:蔡宗儒

# 學年期 類別 標題
549 102-1 會議論文 Statistical process control for monitoring a diffusion process
550 97-1 期刊學報編審 Journal of the Chinese Institute of Industrial Engineers
551 100-2 期刊學報編審 Journal of Industrial Engineering
552 98-1 期刊學報編審 International Journal of Intelligence Technologies and Applied Statistics
553 98-1 期刊論文 Evaluation of the Mean Life of LEDs under the Accelerated Degradation Test
554 97-2 期刊論文 Acceptance Sampling Procedures with Intermittent Inspections under Progressive Censoring
555 97-2 期刊論文 Simulated shewhart control chart for monitoring variance components
556 98-2 期刊論文 The EWMA CMV Control Chart for Type I Censored Data
557 98-1 期刊論文 Predicting Type II Censored Data from 2^k Factorial Designs for the Weibull Distribution
558 98-2 期刊論文 Acceptance sampling plans under progressive interval censoring with likelihood ratio
559 98-1 會議論文 The EWMA CMV Control Chart for Type I Censored Data
560 102-1 研發處: 研究計畫 (國科會) 保證政策下的計畫性加速退化檢定
561 102-1 教學計畫表 財金一:統計學 TLBXB1M0517 0B
562 102-1 教學計畫表 統計一碩士班:統計諮詢 TLSXM1M0798 0A
563 102-1 教學計畫表 統計一碩士班:品質管制 TLSXM1M0202 0A
564 99-2 期刊論文 Optimal maintenance time for imperfect maintenance actions on repairable product
565 101-1 研究獎勵 Bayesian sampling plans with three equally-spaced interval censoring data
566 101-1 研究獎勵 Double acceptance sampling plans for Burr type XII distribution percentiles under the truncated life test
567 101-1 研究獎勵 A design of optimum screening procedure using surrogate variable
568 101-1 研究獎勵 Optimal maintenance time for imperfect maintenance actions on repairable product
569 101-1 研究獎勵 Piecewise monitoring of nonlinear profiles using a multiple respon linear model
570 101-1 獲獎榮譽 Excellent Paper Award
541 102-2 教學計畫表 資管一:統計學 TLMXB1M0517 0A
542 102-2 教學計畫表 財金一:財務統計學 TLBXB1B1399 0B
543 100-1 參與學術服務 擔任新竹教育大學應用數學系自評委員
544 90-2 期刊論文 Weighted quasi-likelihood estimation based on fuzzy clustering analysis method and dimension reduction technique
545 102-1 一般案研究計畫 (不經研發處) 2013新北市國際環境藝術節民眾滿意度調查分析
546 89-1 專書 現代統計學
547 92-1 專書 現代統計學
548 100-2 會議論文 Estimation of δ=P(X<Y) for Burr XII Distribution Based on the Progressively First Failure-censored Samples