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Dr. Tanveer Ahmad Tarray
Dr. Tanveer Ahmad Tarray
Department of Mathematical Sciences, Islamic University of Science and Technology, Kashmir, India
islamicuniversity.edu.in의 이메일 확인됨 - 홈페이지
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Deep LDA: A new way to topic model
MR Bhat, MA Kundroo, TA Tarray, B Agarwal
Journal of Information and Optimization Sciences 41 (3), 823-834, 2020
712020
A stratified unknown repeated trials in randomized response sampling
HP Singh, TA Tarray
Communications for Statistical Applications and Methods 19 (6), 751-759, 2012
552012
A dexterous randomized response model for estimating a rare sensitive attribute using Poisson distribution
HP Singh, TA Tarray
Statistics & Probability Letters 90, 42-45, 2014
302014
An alternative to stratified Kim and Warde's randomized response model using optimal (Neyman) allocation
HP Singh, TA Tarray
Model Assisted Statistics and Applications 9 (1), 37-62, 2014
302014
An alternative to Kim and Warde’s mixed randomized response model
HP Singh, TA Tarray
SORT-Statistics and Operations Research Transactions 37 (2), 189-210, 2013
232013
A MODIFIED SURVEY TECHNIQUE FOR ESTIMATING THE PROPORTION AND SENSITIVITY IN A DICHOTOMOUS FINITE POPULATION
HPSTA Tarray
International Journal of Advanced Scientific and Technical Research 6 (3 …, 2012
20*2012
Some improved additive randomized response models utilizing higher order moments ratios of scrambling variable
TA Tarray, HP Singh
Model Assisted Statistics and Applications 10 (4), 361-383, 2015
162015
An improved mixed randomized response model
HP Singh, TA Tarray
Model Assisted Statistics and Applications 9 (1), 73-87, 2014
152014
Improved randomized response in additive scrambling models
Z Hussain, MM Al-Sobhi, B Al-Zahrani, HP Singh, TA Tarray
Mathematical Population Studies 23 (4), 205-221, 2016
142016
An improvement over Kim and Elam stratified unrelated question randomized response mode using neyman allocation
HP Singh, TA Tarray
Sankhya B 77, 91-107, 2015
132015
A revisit to the Singh, Horn, Singh and Mangat's randomization device for estimating a rare sensitive attribute using Poisson distribution
HP Singh, TA Tarray
Model Assisted Statistics and Applications 10 (2), 129-138, 2015
132015
A stratified Mangat and Singh’s optional randomized response model using proportional and optimal allocation
HP Singh, TA Tarray
Statistica 74 (1), 65-83, 2014
132014
An alternative to Kim and Warde’s mixed randomized response technique
HP Singh, TA Tarray
Statistica 73 (3), 379-402, 2013
132013
Two-stage stratified partial randomized response strategies
HP Singh, TA Tarray
Communications in Statistics-Theory and Methods 52 (14), 4862-4893, 2023
122023
Improved class of difference-type estimators for population median in survey sampling
A Baig, S Masood, T Ahmed Tarray
Communications in Statistics-Theory and Methods 49 (23), 5778-5793, 2020
122020
A general procedure for estimating the mean of a sensitive variable using auxiliary information
TA Tarray, HP Singh
Investigación Operacional 36 (3), 2015
122015
A dexterous optional randomized response model
TA Tarray, HP Singh, Z Yan
Sociological Methods & Research 46 (3), 565-585, 2017
112017
An improved randomized response additive model
HP Singh, TA Tarray
Sri Lankan Journal of Applied Statistics 15 (2), 2014
112014
A family of estimators of population variance in two-occasion rotation patterns
HP Singh, JM Kim, TA Tarray
Communications in Statistics-Theory and Methods 45 (14), 4106-4116, 2016
102016
An efficient alternative mixed randomized response procedure
HP Singh, TA Tarray
Sociological Methods & Research 44 (4), 706-722, 2015
102015
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