Reply to the Correction by Grover and Kaur: A New Randomized Response Model
对 Grover 与 Kaur 更正的回复：一种新的随机化回答模型
In Gjestvang and Singh (2006), the properties of the estimator π^New are investigated when v = 1 and w = 0, which are obtained by taking p=α1/(β1+α1) and T=α2/(β2+α2). In this case, the correction that was made by Grover and Kaur (2020) is proper, i.e. any choice of α1, β1, α2 and β2 will make v = 1 and w = 0. Note that the meaning of ‘specifically’ is ‘done in a definite and exact way’. Gjestvang and Singh (2006) have pointed out that ‘specifically’ we have the following…