| 091 / 1 |
Generalized confidence intervals for the largest value of some functions of parameters under normality
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2011-06-09 |
| 098 / 1 |
Locally optimal tests for exponential distributions with type- I censoring
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2011-06-09 |
| 091 / 1 |
Generalized subset selection procedures under heteroscedasticity
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2011-06-09 |
| 096 / 1 |
Covariate-adjusted adaptive designs for continuous response in a phase III clinical trial: Recommendation for practice
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2011-06-09 |
| 098 / 1 |
Epsilon-admissible estimators for Normal and Poisson means
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2011-06-09 |
| 090 / 1 |
基於型一設限下指數母體之貝氏取樣設計
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2011-06-09 |
| 096 / 1 |
Fuzzy flexibility and product variety in lot-sizing
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2011-06-09 |
| 093 / 1 |
Bayesian sampling plans for exponential distribution based on uniform random censored data
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2011-06-09 |
| 098 / 1 |
Selecting the best process based on capability index via empirical Bayes approach
|
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2011-06-09 |
| 095 / 1 |
Confidence Sets for the Maximizers of Intensity Functions
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2011-06-09 |
| 092 / 1 |
指數樣本在型一篩選下一種改進的貝氏取樣策略
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2011-06-09 |
| 095 / 1 |
Using Statistical Date and Signed Distance of Fuzzy Aggregate Evaluation Method on Application of Measuring Service Quality of Hotel.
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2011-06-09 |
| 092 / 1 |
在多重準則下最優母體之統計選擇：經驗貝氏法
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2011-06-09 |
| 098 / 1 |
Empirical Bayes estimation of the guarantee lifetime in a two–parameter exponential distribution.
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2011-06-09 |
| 091 / 1 |
Selecting the best population under multiple criteria : an empirical Bayes approach
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2011-06-09 |
| 098 / 1 |
Testing in two parameter exponential distributions via empirical Bayes method
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2011-06-09 |
| 096 / 1 |
An adaptive design for categorical responses in phase III clinical trials
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2011-06-09 |
| 094 / 1 |
Estimation of the Largest Success Probability Related to Several Binomial Populations
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2011-06-09 |
| 095 / 1 |
Some Empirical Bayes Rules for Selecting the Best Population with Multiple Criteria.
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2011-06-09 |
| 093 / 1 |
Some maximal inequalities and complete convergences of negatively associated random sequences
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2011-06-09 |
| 098 / 1 |
Selecting the population most close to a control via empirical Bayes approach
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2011-06-09 |