opaqueice;131882 Wrote: 
> I assure you (as a full-time scientist) that what you term a "negative"
> result goes precisely as far towards proving something as does a
> "positive" result.
> 
> The statement "you can't prove a negative" is a common fallacy; to
> anyone with a passing knowledge of formal logic it's plainly not true. 
> Since I doubt you will believe me and I don't want to argue about this
> again, please read any of these:
> 
> http://www.google.com/search?q=you+can%27t+prove+a+negative

There seems to be some confusion about the terminology here.
A "negative result" is the outcome of an experiment that was meant to
demonstrate a certain property, but failed to do so.

Now, when you have several unknown variables (such as the listener's
abilities, the audio system's quality) a negative result is just a
non-result. It proves nothing. If, on the other hand, an ABX shows a
strong positive result, then the unknown variables do not matter, and
we do have a proof. (Assuming the ABX wasn't compromised.)


-- 
P Floding
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