Statistical matching, or when one single data source is not enough

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I was recently asked how to go about matching several datasets where different samples of
individuals were interviewed. This sounds like a big problem; say that you have dataset A and B,
and that A contain one sample of individuals, and B another sample of individuals, then how could
you possibly match the datasets? Matching datasets requires a common identifier, for instance,
suppose that A contains socio-demographic information on a sample of individuals I, while B,
contains information on wages and hours worked on the same sample of individuals I, then yes,
it will be possible to match/merge/join both datasets.

But that was not what I was asked about; I was asked about a situation where the same population
gets sampled twice, and each sample answers to a different survey. For example the first survey
is about labour market information and survey B is about family structure. Would it be possible to
combine the information from both datasets?

To me, this sounded a bit like missing data imputation problem, but where all the information
about the variables of interest was missing! I started digging a bit, and found that not only there
was already quite some literature on it, there is even a package for this, called {StatMatch} with
a very detailed vignette.
The vignette is so detailed, that I will not write any code, I just wanted to share this package!

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