451 |
85-2
|
會議論文
|
An estimation method on quasi-likelihood model with outliners
|
452 |
94-2
|
會議論文
|
An application of small sample size on control chart
|
453 |
87-2
|
會議論文
|
An application of LISREL model to the study of teaching effectiveness
|
454 |
95-1
|
會議論文
|
Acceptance control chart for skewed distribution
|
455 |
90-1
|
會議論文
|
A modified short-run type II continuous sampling plan
|
456 |
86-1
|
視聽著作
|
統計學多媒體教材
|
457 |
88-1
|
專書
|
統計學多媒體教材
|
458 |
92-1
|
專書
|
現代統計學習題解答
|
459 |
96-1
|
專書
|
現代統計學
|
460 |
104-1
|
研發處: 研究計畫 (國科會)
|
演化式計算法與考慮產品異質性的雙應力加速衰退測試方法之研究(1/2)
|
461 |
104-1
|
教學計畫表
|
統計一:大學學習 TLSXB1T0863 0A
|
462 |
104-1
|
教學計畫表
|
統計一碩士班:品質管制 TLSXM1M0202 0A
|
463 |
104-1
|
教學計畫表
|
統計一:統計學 TLSXB1M0517 1A
|
464 |
102-1
|
會議論文
|
Statistical process control for monitoring a diffusion process
|
465 |
104-1
|
教學計畫表
|
統計二:管理數學 TLSXB2M0404 0A
|
466 |
99-1
|
研究報告
|
具有累積損害過程之加速退化檢定之研究
|
467 |
98-1
|
研究報告
|
具有累積損害過程之加速退化檢定之研究(I)
|
468 |
103-2
|
會議論文
|
Parameter Estimation of the Burr Type XII Distribution with a Progressively Interval-censored Scheme Using Genetic Algorithm
|
469 |
103-1
|
參與學術服務
|
Reviewer
|
470 |
102-2
|
會議論文
|
Planning accelerated degradation test with Wiener diffusion process
|
471 |
103-1
|
研究獎勵
|
Control charts for monitoring Burr type-X percentiles
|
472 |
103-1
|
研究獎勵
|
Estimation of δ=P(X<Y) for Burr XII distribution based on the progressively first failure-censored samples
|
473 |
103-1
|
研究獎勵
|
Inference from lumen degradation data under Wiener diffusion process
|
474 |
103-1
|
研究獎勵
|
Statistical process control for monitoring a diffusion process
|
475 |
99-1
|
期刊論文
|
Optimization Design of the Hot Embossing Process for Plastic Microstructures Fabrication
|
476 |
98-2
|
期刊論文
|
Acceptance sampling plans from truncated life tests based on the Burr type XII percentiles
|
477 |
103-2
|
教學計畫表
|
統計一碩士班:實驗設計 TLSXM1S0408 0A
|
478 |
103-2
|
教學計畫表
|
運管一:統計學 TLTXB1M0517 2A
|
479 |
103-2
|
教學計畫表
|
統計三:品質管制 TLSXB3M0202 0A
|
480 |
97-1
|
期刊論文
|
Acceptance sampling plans from truncated life tests based on the Birnbaum-Saunders distribution for percentiles
|