A logistic model relating the rates of transition between two states to a vector of covariates is considered. Measurement error on the binary state variable can lead to severely biased parameter estimates. Estimation procedures which adjust for measurement error are proposed for different measurement models. Complex sampling designs are allowed for. The procedures are illustrated using data from the U.S. Panel Study of Income Dynamics, where the response is whether an individual is in a job with a union contract. It is found that adjusting for measurement error can be important
The importance of measurement error for parameter estimation and for the design of statistical studi...
A mixture measurement error model built upon skew normal distributions and normal distributions is d...
Measurement error is a pervasive problem in economics and other social and behavioral sciences. Esti...
A logistic model relating the rates of transition between two states to a vector of covariates is co...
In many fields of statistical application the fundamental task is to quantify the association betwee...
The use of longitudinal survey data in economic research is considered with special reference to the...
We propose a new class of models, transition measurement error models, to model longitudinal data wh...
Longitudinal surveys provide a key source of information for analysing dynamic phenomena. Typical e...
Classification error can lead to substantial biases in the estimation of gross flows from longitudin...
The problem of estimating transition rates from longitudinal survey data in the presence of misclass...
Longitudinal data is essential for understanding how the world around us changes. Most theories in t...
When measurement error is present among the covariates of a regression model it can cause bias in th...
There has been increasing acknowledgment of the importance of measurement error in epidemiology and ...
A mixture measurement error model built upon skew normal distributions and normal distributions is d...
We consider semiparametric transition measurement error models for longitudinal data, where one of t...
The importance of measurement error for parameter estimation and for the design of statistical studi...
A mixture measurement error model built upon skew normal distributions and normal distributions is d...
Measurement error is a pervasive problem in economics and other social and behavioral sciences. Esti...
A logistic model relating the rates of transition between two states to a vector of covariates is co...
In many fields of statistical application the fundamental task is to quantify the association betwee...
The use of longitudinal survey data in economic research is considered with special reference to the...
We propose a new class of models, transition measurement error models, to model longitudinal data wh...
Longitudinal surveys provide a key source of information for analysing dynamic phenomena. Typical e...
Classification error can lead to substantial biases in the estimation of gross flows from longitudin...
The problem of estimating transition rates from longitudinal survey data in the presence of misclass...
Longitudinal data is essential for understanding how the world around us changes. Most theories in t...
When measurement error is present among the covariates of a regression model it can cause bias in th...
There has been increasing acknowledgment of the importance of measurement error in epidemiology and ...
A mixture measurement error model built upon skew normal distributions and normal distributions is d...
We consider semiparametric transition measurement error models for longitudinal data, where one of t...
The importance of measurement error for parameter estimation and for the design of statistical studi...
A mixture measurement error model built upon skew normal distributions and normal distributions is d...
Measurement error is a pervasive problem in economics and other social and behavioral sciences. Esti...