MCMC variance overestimation
Posted: Wed Jul 01, 2015 2:37 pm
Hello,
I am new to MCMC techniques so please bear with me if this question is very basic.
I am using the European Social Survey so I am working with individuals nested within countries (15 countries) and several years have been pooled together. (Pooled Time Series Cross Sectional).
I am struggling with strange variance estimates when I run MCMC estimates of my model using MLwiN. When I use RIGLS, the variance components are country level (0.4) and individual level (5.4) but when I use MCMC the country variation goes way up to to 5.2 and the individual variance stays the same (5.4). Plus, it is strange that when I added country-level predictors to the model when using MCMC the country variance increases rather than decreases.
This does not happen when I use RIGLS and there is a strong theoretical basis for including these predictors and they are significant under the maximum liklihood framwork..
Any help would be much appreciated.
Anne-Marie
I am new to MCMC techniques so please bear with me if this question is very basic.
I am using the European Social Survey so I am working with individuals nested within countries (15 countries) and several years have been pooled together. (Pooled Time Series Cross Sectional).
I am struggling with strange variance estimates when I run MCMC estimates of my model using MLwiN. When I use RIGLS, the variance components are country level (0.4) and individual level (5.4) but when I use MCMC the country variation goes way up to to 5.2 and the individual variance stays the same (5.4). Plus, it is strange that when I added country-level predictors to the model when using MCMC the country variance increases rather than decreases.
This does not happen when I use RIGLS and there is a strong theoretical basis for including these predictors and they are significant under the maximum liklihood framwork..
Any help would be much appreciated.
Anne-Marie