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331-344

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- National Taras Shevchenko University of Kyiv,, artshcherbina@gmail.com

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- National Taras Shevchenko University of Kyiv, mre@univ.kiev.ua

References

- BOROVKOV A.A. (1998). Mathematical statistics, Gordon and Breach Science Publishers, Amsterdam.
- CHRISTOPHER C. HEYDE (1997) Quasi-Likelihood And Its Application: A General Approach to Optimal Parameter Estimation, Springer.
- CHRISTOPHER G. SMALL, JINFANG WANG, (2003), Numerical Methods for Nonlinear Estimating Equations, Oxford.
- COUTTS E. & JANN B. (2011), Sensitive Questions in Online Surveys:Experimental Results for the Randomized Response Technique (RRT) and the Unmatched Count Technique (UCT), Sociological Methods & Research, 40, 169-193.
- KERKVLIET J. (1994) Cheating by economics students: A comparison of survey results. The Journal of Economic Education, Vol. 25, No. 2, p.121-133.
- MAIBORODA R. (1996) Estimates for distributions of components of mixtures with varying concentrations. Ukrainian Mathematical Journal, 48(4), 618-622.
- MAIBORODA R. (1999) An asymptotically effective probability estimator constructed from observations of a mixture. Theory Probab. Math. Stat. 59, 121-128.
- MAIBORODA R. & SUGAKOVA O. (2008) Estimation and classification by observations from mixtures, Kyiv University Publishers, Kyiv (in Ukrainian).
- McLACKLAN G. J., PEEL D. (2000). Finite Mixture Models, Wiley, New York.
- ONG A.D. and WEISS D.J. The Impact of Anonymity on Responses to Sensitive Questions. Journal of Applied Social Psychology. Volume 30, Issue 8, p. 1691–1708.
- SHCHERBINA A. (2011) Mean value estimation in the model of mixture with varying concentrations. Teor. Imovir. Ta Matem. Statyst., No. 84, pp. 142-154. (In Ukrainian, English translation to appear in Theory Probab. Math. Stat).
- SHCHERBINA A. (2011a) Estimation of parameters of binomial distribution in mixture model. Teor. Imovir. Ta Matem. Statyst. (In Ukrainian, English translation to appear in Theory Probab. Math. Stat).

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bwmeta1.element.desklight-7ff6c616-61f9-4ab4-8b41-432b01fa9d75