2021
DOI: 10.1016/j.ssresearch.2020.102475
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Estimating the proportion of non-heterosexuals in Taiwan using Christofides’ randomized response model: A comparison of different estimation methods

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Cited by 5 publications
(19 citation statements)
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“…Based on the estimation method of Christofides (2003), the estimate of θ$$ \theta $$ may not fall in the parameter space false[0,1false]$$ \left[0,1\right] $$. Thus, Hsieh and Perri (2021) proposed the Bayesian method combining the Gibbs sampling and MCMC to provide an estimate of θ$$ \theta $$ and ensure the estimate falls in this parameter space. This concept is extended to consider a model for the association between a sensitive attribute and a random variable under the GRR design of Christofides (2003).…”
Section: Literature Reviewmentioning
confidence: 99%
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“…Based on the estimation method of Christofides (2003), the estimate of θ$$ \theta $$ may not fall in the parameter space false[0,1false]$$ \left[0,1\right] $$. Thus, Hsieh and Perri (2021) proposed the Bayesian method combining the Gibbs sampling and MCMC to provide an estimate of θ$$ \theta $$ and ensure the estimate falls in this parameter space. This concept is extended to consider a model for the association between a sensitive attribute and a random variable under the GRR design of Christofides (2003).…”
Section: Literature Reviewmentioning
confidence: 99%
“…The conditional distribution of Yi$$ {Y}_i $$ given θ$$ \theta $$ and Di=di$$ {D}_i={d}_i $$ is then a Bernoulli distribution with probability pfalse(θ,difalse)$$ p\left(\theta, {d}_i\right) $$ of Yi=L+1$$ {Y}_i=L+1 $$ and probability 1prefix−pfalse(θ,difalse)$$ 1-p\left(\theta, {d}_i\right) $$ of Yi=0$$ {Y}_i=0 $$, denoted by Yifalse|θ,Di=difalse(L+1false)prefix×Bfalse(1,pfalse(θ,difalse)false)$$ {Y}_i\mid \theta, {D}_i={d}_i\sim \left(L+1\right)\times B\left(1,p\left(\theta, {d}_i\right)\right) $$, i=1,2,,n$$ i=1,2,\dots, n $$, where Bfalse(1,pfalse)$$ B\left(1,p\right) $$ denotes the Bernoulli distribution with probability p$$ p $$ of success. Hence, Hsieh and Perri (2021) provided the Gibbs sampling procedure to estimate θ$...…”
Section: Literature Reviewmentioning
confidence: 99%
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