All Stories

  1. Relative Efficiency of Murthy's Strategy

    Article • Model Assisted Statistics and Applications, July 2016, IOS Press

    Professor Samindranath S Sengupta

  2. On the comparison of Warner's and unrelated question randomized response plans for estimating sensitive finite population proportions

    Article • Communication in Statistics- Theory and Methods, April 2016, Taylor & Francis

    Professor Samindranath S Sengupta

  3. On the comparison of Horvitz–Thompson and Murthy's sampling strategies for estimating finite population proportions in direct and randomized response surveys

    Article • Communication in Statistics- Theory and Methods, March 2016, Taylor & Francis

    Professor Samindranath S Sengupta

  4. Admissible and optimal sampling strategy for estimating finite population mean in randomized response surveys with multiple responses

    Article • Communication in Statistics- Theory and Methods, January 2016, Taylor & Francis

    Professor Samindranath S Sengupta

  5. Admissibility of a variance estimator in finite population sampling under Warner's randomized response plan with multiple responses

    Article • Communication in Statistics- Theory and Methods, January 2016, Taylor & Francis

    Professor Samindranath S Sengupta

  6. Admissible and Optimal Estimation in Finite Population Sampling Under Randomized Response Models

    Article • January 2016, Elsevier

    Professor Samindranath S Sengupta

  7. Comparisons of sampling strategies for estimating finite population proportions in direct and randomized response surveys under a super population model

    Article • Model Assisted Statistics and Applications, November 2015, IOS Press

    Professor Samindranath S Sengupta

  8. On the Admissibility of Horvitz-Thompson Strategies for Estimating Finite Population Proportions in Direct and Randomized Response Surveys

    Article • March 2014, SAGE Publications

    Professor Samindranath S Sengupta

  9. Unbiased estimation ofP(X>Y) for two-parameter exponential populations using order statistics

    Article • Statistics, April 2011, Taylor & Francis

    Professor Samindranath S Sengupta

  10. Unbiased Estimation of the Distribution Function of a Two-Parameter Exponential Population Using Order Statistics

    Article • Communication in Statistics- Theory and Methods, July 2009, Taylor & Francis

    Professor Samindranath S Sengupta

  11. Estimation of mean life and reliability for exponential life distribution using time censored sample data

    Article • Statistics & Probability Letters, April 2009, Elsevier

    Professor Samindranath S Sengupta

  12. Unbiased estimation ofP(X>Y) using ranked set sample data

    Article • Statistics, June 2008, Taylor & Francis

    Professor Samindranath S Sengupta

  13. Unbiased Estimation ofP(X > Y) for Exponential Populations Using Order Statistics with Application in Ranked Set Sampling

    Article • Communication in Statistics- Theory and Methods, February 2008, Taylor & Francis

    Professor Samindranath S Sengupta

  14. Unbiased Estimation of the Distribution Function of an Exponential Population Using Order Statistics with Application in Ranked Set Sampling

    Article • Communication in Statistics- Theory and Methods, September 2006, Taylor & Francis

    Professor Samindranath S Sengupta

  15. Bernoulli Sequential Estimation of the Size of a Finite Population

    Article • Sequential Analysis, January 2003, Taylor & Francis

    Professor Samindranath S Sengupta

  16. Plot Sampling with Plots of Unequal Sizes

    Article • September 1998, SAGE Publications

    Professor Samindranath S Sengupta

  17. A-OPTIMAL RUN ORDERS WITH A LINEAR TREND

    Article • Australian Journal of Statistics, March 1994, Wiley

    Professor Samindranath S Sengupta

  18. Estimation of the Probability of Discovering a New Category in Finite Population Sampling

    Article • March 1993, SAGE Publications

    Professor Samindranath S Sengupta

  19. Some optimal sampling designs in the presence of polynomial trends

    Article • Communication in Statistics- Theory and Methods, January 1992, Taylor & Francis

    Professor Samindranath S Sengupta

  20. On optimal trend free sampling designs

    Article • Communication in Statistics- Theory and Methods, January 1991, Taylor & Francis

    Professor Samindranath S Sengupta

  21. Estimation of finite population mean in randomized response surveys

    Article • Journal of Statistical Planning and Inference, September 1989, Elsevier

    Professor Samindranath S Sengupta

  22. On Chao's Unequal Probability Sampling Plan

    Article • Biometrika, March 1989, JSTOR

    Professor Samindranath S Sengupta

  23. On Chao's unequal probability sampling plan

    Article • Biometrika, January 1989, Oxford University Press (OUP)

    Professor Samindranath S Sengupta

  24. Some inferential aspects of finite population sampling with additional resources

    Article • Journal of Statistical Planning and Inference, January 1987, Elsevier

    Professor Samindranath S Sengupta

  25. Admissibility of Unbiased Estimators in Finite Population Sampling for Samples of Size at Most two

    Article • March 1983, SAGE Publications

    Professor Samindranath S Sengupta

  26. Admissibility of the Symmetrized Des Raj Estimator for Fixed Size Sampling Designs of Size Two

    Article • September 1982, SAGE Publications

    Professor Samindranath S Sengupta

  27. Construction of Some Non-Invariant Balanced Sampling Designs

    Article • September 1982, SAGE Publications

    Professor Samindranath S Sengupta

  28. On Interpenetrating Samples of Equal and Unequal Sizes

    Article • September 1981, SAGE Publications

    Professor Samindranath S Sengupta

  29. On the Efficiency of the Interpenetrating Sub-Sampling Procedure

    Article • September 1980, SAGE Publications

    Professor Samindranath S Sengupta

  30. On the Admissibility of the Symmetrized Des Raj Estimator for PPSWOR Samples of Size Two

    Article • March 1980, SAGE Publications

    Professor Samindranath S Sengupta

  31. On the Construction of Non Invariant Balanced Sampling Designs

    Article • March 1979, SAGE Publications

    Professor Samindranath S Sengupta