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Zawar Hussain

  • Zawar Hussain

  • Professor
    PhD Statistics
  • zhlangah@yahoo.com
  • 0333-5223544

Profile Summary

Qualifications

DegreeBoard/UniversityYear of Passing
SSC (Matric) / O Levels ScienceBISE Bahawalpur1990-01-01
HSSC (Inter) / A Levels / DAE Pre EnggBISE Bahawalpur1992-01-01
Bachelors (14 Years) Mathematics A Mathematics B StatisticsIslamia University, Bahawalpur1996-01-01
Masters (16 Years) StatisticsIslamia University, Bahawalpur1998-01-01
Other Courses / Qualifications / Middle / Literate C language and Application PackagesQuaid-i-Azam University, Islamabad2000-01-01
PhD StatisticsQuaid-i-Azam University, Islamabad2009-01-01

Experience

LecturerQuaid i Azam University9 Years 11 Months 7 Days
Assistant ProfessorQuaid i Azam University2 Years 0 Months 29 Days
Assistant ProfessorKing Abdulaziz University1 Years 3 Months 22 Days
Assistant ProfessorQuaid e Azam university4 Years 6 Months 26 Days
Associate ProfessorQuaid i Azam University0 Years 11 Months 13 Days
Associate ProfessorCholistan University of Veterinary and Animal Sciences Bahawalpur3 Years 3 Months 6 Days
Professor/ChairmanIslamia University of BahawalpurApril, 2022 - Present

Publications

A modified T-X family of distributions: classical and Bayesian analysis
Upload file contains all publications
An Improved Two-stage Stratified Randomized Response Model for Estimating Sensitive Proportion
Bayesian inference from the mixture of half-normal distributions under censoring
A stratified randomized response model for sensitive characteristics using non identical trials
Enhancing ratio estimators for estimating population mean using maximum value of auxiliary variable
Investigating the Impact of Simple and Mixture Priors on Estimating Sensitive Proportion Through a General Class of Randomized Response Models
Bayesian Analysis of Heterogeneous Doubly Censored Lifetime Data using the 3-Component Mixture of Rayleigh Distributions: A Monte Carlo Simulation Study
Two Mixed Randomized Response Models under Simple and Stratified Random Sampling with Replacement Schemes
A progressive approach to joint monitoring of process parameters
A new index for measuring evenness
On some new randomized item sum techniques
On using non-identical and independent Bernoulli trials in human surveys.
Monitoring the performance of Bayesian EWMA control chart using loss functions
Simultaneous Use of Runs Rules and Auxiliary Information With Exponentially Weighted Moving Average Control Charts
On Bayesian EWMA control charts under different loss functions
Generalized geometric distribution of order k: A flexible choice to randomize the response
An improved binary randomized response model using six decks of cards
On the estimation of a sensitive quantitative mean using blank cards
Reliability analysis of 3-component mixture of distributions
On the 3-Component Mixture of Exponential, Rayleigh and Burr Type-XII Distributions: A Simulation Study in Bayesian Framework.
An application of negative binomial distribution of order k in sensitive surveys
On Using Negative Binomial Distribution as a Randomization Device in Sensitive Surveys
On the Bayesian analysis of 3-component mixture of exponential distributions under different loss functions
Estimation of parameters of the 3-component mixture of Pareto distributions using type-I right censoring under Bayesian paradigm
Mean and sensitivity estimation of a sensitive variable through additive scrambling
An Alternative Item Sum Technique for Improved Estimators of Population Mean in Sensitive Surveys
Bayesian analysis of type-I right censored data using the 3-component mixture of Burr distributions
Comparison of Loss Functions for Estimating the Scale Parameter of Log-Normal Distribution using Non-Informative Priors
A new estimator of finite population mean based on the dual use of the auxiliary information
Improved randomized response in additive scrambling models
A 3-Component Mixture of Rayleigh Distributions: Properties and Estimation in Bayesian Framework
. Improved estimation of finite population median under two-phase sampling when using two auxiliary variables.
Additive and Subtractive Scrambling in Optional Randomized Response Modeling
Progressive Variance Control Charts for Monitoring Process Dispersion
General Randomized Response Techniques Using Polya\textquotesingles Urn Process as a Randomization Device
On an improved Bayesian item count technique using different priors.
Progressive Mean Control Chart for Monitoring Process Location Parameter
On Alternative Estimation Techniques for Randomized Response Models
Estimation of mean of a socially undesirable characteristic.
An alternative Item Count Technique in Sensitive Surveys.
Bayesian Estimation Using Warner Randomized Response Model through Simple and Mixture Prior Distributions
On modified randomized device for Simmon’s model.
Using Inverse binomial sampling in randomized response models
Improved Estimation of Mean in Randomized Response Models.
Refining the Judges’ Assessment of Items in paired Preference Experiments.
On estimation of mean of a sensitive quantitative variable in complex surveys.
Improved estimation procedure for the mean of a sensitive variable using randomized response model.
Bayesian estimation of population proportion of a sensitive characteristic using simple beta prior.
An innovative optimal randomized response model using correlated scrambling variables.
. A new generator for proposing flexible lifetime distributions and its properties.
. Measuring Skewness: We do not assume much.
Masking data: a solution to social desirability bias in paired comparison experiments
Combining answers to direct and indirect questions: an implementation of Kuk’s randomized response model.

Projects

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