Right.
Sorry to return to this after quite some time...
I'm reading a paper in which the authors are trying to compare inductively and deductively derived clusters.
Long story short, it's hypothesised that there are three types of domestic violence perpetrator. The authors seek to compare a deductive and inductive methodology, to see whether or not they produce the same clusters.
So.
i) Administer battery of tests to all perpetrators (the sample's only 49, heh).
iia) Run test results through an (inductive) mixture analysis (essentially an exploratory cluster analysis)
iib) Run test results through a (deductive) clustering process, using decision rules to allocate perpetrators to clusters.
iii) Compare iia) and iib).
I
think that's ok because they're not seeking to confirm their exploratory with a confirmatory. They're testing one againt the other.
But I'm slightly confused, as they're using the same dataset to run an inductive and deductive analysis on. Which is pretty much the same as an exploratory and confirmatory analysis, right?