
| An alternative to Kim and Warde's mixed randomized response technique | 
| A chain ratio exponential type estimator in two-phase sampling using auxiliary information | 
| Class of unbiased ratio estimators in two-phase sampling | 
| Classes of almost unbiased ratio and product-type estimators in two phase sampling | 
| Estimation of finite population mean in two-phase sampling with known coeddicient of variation of an auxiliary character | 
| Estimation of finite population mean with known coefficient of variation of an auxiliarity character | 
| Estimation of finite population variance using auxiliary information in sample surveys | 
| Estimation of population mean in presence of random non-response in sample surveys. | 
| Estimation of population ratio, product, and mean using multiauxiliary information with random non-response | 
| A general class of estimators in successive sampling | 
| A general procedure for estimating the population mean in stratified samplig using auxiliary information | 
| Hartley-Ross type estimator for finite population mean when the variables are negatively correlated | 
| Improved class of estimators of finite population mean using sampling fraction and information on two auxiliary variables in sample surveys | 
| An improved estimation of parameters of Morgenstern type bivariate logistic distribution using ranked set sampling | 
| An improvement over regression method of estimation | 
| A modified chain ratio-type estimator in two-phase sampling using multi auxiliary information | 
| Multivariate indirect methods of estimation in presence of non-response in successive sampling | 
| On Mangat's improved randomized response strategy | 
| Post-stratification based on a choice of a randomization device | 
| Protection of privacy with objective prior distribuition in randomized response | 
| Some chain ratio-type estimators for ratio of two population means using two auxiliary characters in two phase sampling | 
| A stratified Mangat and Singh's optional randomized response model using proportional and optimal allocation | 
| Variance estimation using multiauxiliary information for random non-response in survey sampling |