OK, this method recollect some information that the ranked choice voting ignores. But I still don't understand why the Arrow's theorem doesn't apply.
If in a hypothetic population everyone loves/hates each candidate equally spaced, then in that population it is possible to apply the Arrow's theorem and prove that for that population this method doesn't work. But the method should be useful for every population, even the pathological ones.
If in a hypothetic population everyone loves/hates each candidate equally spaced, then in that population it is possible to apply the Arrow's theorem and prove that for that population this method doesn't work. But the method should be useful for every population, even the pathological ones.