On 04/17/2012 10:26 AM, Emanuele Olivetti wrote:
[...]
> More precisely, I see three options:
> a) Each set of instances is drawn from its own (different) distribution.
> b) The two set of instances are two distinct draws from the same 
> distribution. Then
> they are represented in different feature spaces.
> c) There is just one common set of instances. The two datasets and are just 
> two
> representations of it in two feature different spaces (pictures and drawings,
> respectively).
>
> My opinion is that option 'a' leads to an ill posed problem, option 'b'
> leads to a difficult problem. Option 'c' inot that easy to address anyway
> but I have a ready solution for it :-).
>

After more thoughts I guess I have no solution for 'c' either. I am
working on a related problem, i.e. "are the two classifiers
statistically dependent or not?". Your problem seems is related
to "are the two classifier behaving/predicting in the same way or not?",
which - I guess - requires even more details to be addressed.

Best,

Emanuele

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