In terms of voter-representation (i.e., whether one voter's vote "counts" for as much as another), there's no subjectivity here. Lower population states are over-represented. We may wonder whether this is a good thing or a bad thing, but the basic facts are clear.
Disagree. The math needs underlying assumptions and definitions to give it meaning. The numbers alone are not enough.
For example, suppose I have a small state where a large majority of voters votes for the Democratic candidate. I contrast it with another state where the citizens are more evenly split but where a lower percentage of the population votes.
Running the numbers, we'd find that the citizens of the small state are under-represented, since more people actually voted for the winner (increasing the denominator) and in the large state, voters are over-represented (since fewer, on a per capita basis, actually match the outcome in the Electoral College).
We can say, "Wait a minute, those people were free to vote or not..." but the fact remains that in that particular election, the citizens of the smaller state have less of a say - per vote, per elector - than in the large state.
It isn't the case that one description is "objective" and hence correct, it's the case that there are more than one way to organize the numbers, more than one "objective" to be had. It's the ranking of these objective data which introduces the subjective element. None can claim superiority based on mathematics alone.
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