Pages that link to "Item:Q308756"
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The following pages link to Estimation of sensitive proportion by randomized response data in successive sampling (Q308756):
Displaying 22 items.
- Estimation of the proportion of a sensitive attribute based on a two-stage randomized response model with stratified unequal probability sampling (Q462137) (← links)
- Estimating a sensitive proportion through randomized response procedures based on auxiliary information (Q840987) (← links)
- A design-based randomized response procedure for the estimation of population proportion and sensitivity level (Q1031753) (← links)
- Dealing sensitive characters on successive occasions through a general class of estimators using scrambled response techniques (Q1616410) (← links)
- Randomized response techniques for a multi-level attribute using a single sensitive question (Q1706474) (← links)
- Estimation of population proportion in randomized response sampling using weighted confidence interval construction (Q1936670) (← links)
- Use of free software to estimate sensitive behaviours from complex surveys (Q2087106) (← links)
- Sample size determination for interval estimation of the prevalence of a sensitive attribute under randomized response models (Q2103571) (← links)
- The determination of sample size for sensitive issue successive survey with the multiplication RRT model under two-stage and stratified two-stage random sampling and its application in medical survey (Q2298145) (← links)
- Applying the nonrandomized diagonal model to estimate a sensitive distribution in complex sample surveys (Q2320907) (← links)
- Some classes of estimators for sensitive population mean on successive moves (Q2322014) (← links)
- Estimation of Mean of Sensitive Characteristics for Successive Sampling (Q2859296) (← links)
- An efficient use of moment's ratios of scrambling variables in a randomized response technique (Q2980114) (← links)
- Multiple sensitive estimation and optimal sample size allocation in the item sum technique (Q3134242) (← links)
- Some estimation procedures of sensitive character using scrambled response techniques in successive sampling (Q4563493) (← links)
- A composite class of estimators using scrambled response mechanism for sensitive population mean in successive sampling (Q5078297) (← links)
- Calibration estimators for quantitative sensitive mean estimation under successive sampling (Q5079481) (← links)
- Model selection in randomized response techniques for binary responses (Q5160257) (← links)
- (Q5439336) (← links)
- Application of item sum technique for estimating quantitative sensitive mean on successive moves using auxiliary information (Q5867428) (← links)
- Advances in Estimation of Sensitive Issues on Successive Occasions (Q6100916) (← links)
- An efficient new scrambled response model for estimating sensitive population mean in successive sampling (Q6181883) (← links)