Dan_P
Contributor
Pick the "average" you want. There always seems to be an argument for why it is "good enough" even if it is not the same as a real average. Either it is close enough, or practically the same, or safer, or whatever. Jeez.
No, and I think this sort of statement should be addressed.
What I've said is I'd need to go through a number of iterations to illustrate the degree of theoretical inaccuracy in the conflict highlighted above, to determine approximately how significant a discrepancy this would create in practice.
I don't think that's unreasonable.
@tbone1004 Don't take the bait. Whatever you say, he'll claim it is of no practical significance.
What I have actually said, and stand by, is I need to go through a number of iterations to illustrate the degree of theoretical inaccuracy in the conflict highlighted above, to determine approximately how significant a discrepancy this would create in practice.
You can deduct something to that effect from this quote:
I'd need to go through a number of iterations to illustrate the degree of theoretical inaccuracy in the conflict highlighted above, to determine approximately how significant a discrepancy this would create in practice.
When someone then posts a question (statement) that seems to assume such discrepancy, I'd naturally ask if they wouldn't mind sharing the basis on which they've landed on that conclusion.
That's a very reasonable response.