Adjusting weights when constructing a calendar year from two waves
I'm combining the second half of one wave with the first half of the next wave based on sample month to create a calendar year of data.
Looking at question 12 in the weighting FAQ document, the weights of the second wave date need to be adjusted as they will be under represented.
The FAQ says 'if we pool sample
months 1 to 12 from wave 3 with sample months 13 to 24 from wave 2, the former will
be under-represented (as the responding sample size is smaller at wave 3 than at wave
2). To overcome this, we should scale the weights for these cases to give the same
weighted total that this sample had at wave 2.'
Does this mean that the weights of the second wave used should be adjusted so that the total weights of sample months 1-12 in the second wave used = the total weights of sample months 1-12 in the 1st wave used? Or should the total weights of the whole waves rather than just months 1-12 be used for rescaling? I think the stata code is doing the former but would just like to clarify that I have interpreted this correctly as I'm not sure why the weights are reweighted to the first half of the 1st wave, which is not used in the calendar year dataset.
Updated by Understanding Society User Support Team over 1 year ago
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Many thanks for your enquiry. The Understanding Society team is looking into it and we will get back to you as soon as we can.
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Understanding Society User Support Team
Updated by Olena Kaminska over 1 year ago
Thank you for your question. Our years within one wave are not equivalent in size - year 1 has NI and BHPS samples, while year 2 has a bit more of EMB boost than year 1. For this reason you should not make them equivalent in size. To get a scaling factor follow the example below. Let's say you want to combing year 1 wave 2 and year 2 wave 1.
year 1 wave 2: total weights=800
year 2 wave 1: total weights=700
but year 1 wave 1: total weights=850
what you want is to make your year 1 wave 2 as it was in wave 1 (scaling 800 to represent 850). The weighting scaling factor for year 2 would be 850/800=1.0625. You will need to multiply this by the weight that you use for year 1 subsample.
Hope this helps,