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Discotrish (01-28-2015)
I don't understand the bar graphs cited by the OP.
The first one is for 8 "non-dome" clubs. The 2nd is for 10, the 3rd is for 12.
There are but 8 NFL clubs that have domed/retractable roof stadiums. Shouldn't these charts depict 24 clubs? Are they "cherry picked"? Are there other clubs close to NE?
I'm certainly not defending NE, but I am reminded of the old adage..."If you torture numbers long enough, they will admit to anything."
http://en.wikipedia.org/wiki/List_of...eague_stadiums
Fiat justitia ruat caelum. Noli timere. Laus Deo.
i assumed he was just taking a sample of teams in the normal spectrum so the chart wouldnt be freaking huge. doesnt really need to represent all teams since he has that data elsewhere in other graphs
and it is true that you can make stats say just about anything you want, but you have to use subterfuge to do that. this data is pretty straight forward i think - number of total fumbles. and the difference is so dramatic that its hard to imagine you could finagle a lie that big if the cheaters were actually close to the pack over that period
i did see an article someone else wrong trying to debunk sharps analysis but i thought it was rather poorly done and focused mostly on petty things that even if valid would not account for the huge disparity the cheaters enjoyed. ill see if i can find that article, it was just yesterday
Nah - the presentation really doesn't pass muster. It reminded me of Al Gore's charts in his political hack flick, "An Inconvenient Truth.", which garnered 2 Oscars and the awarding of a Nobel Peace prize for zinc mining, yacht-owning, multiple mansion-owning Al.
It's really unacceptable science - smells of an agenda - to reduce the population of a data set. Of course, governments do that as a matter of course all the time. And I'm wondering now if the referenced site is trying to now cover their fannies.
It's a histogram used to show frequency. In those graphs, each bar doesn't represent a team. A bar is a representation of fumbles per play, while the bar height shows how many teams this happened to.
Think of it look this: If you have 24 coins (teams) and flipped them all at once and counted the results (heads or tails). For illustration's sake we'll say 14 coins were heads and 10 coins were tails. You would make a histogram with two bars and the bars would be 14 and 10 units high.
gebobs (02-02-2015)
Discotrish (01-28-2015)
Lehner's history. He just doesn't know it yet.
What I find interesting is all of the people who came out last week debunking Sharp. There were some good write-ups about how wrong Sharp was.
http://drewfustin.com/2015/01/27/pat...mble-comments/
http://regressing.deadspin.com/why-t...mos-1681805710
There were many, many more. Almost a concerted push back.
I kind of forgot about it, but checked back in on Mr. Sharp today. http://www.sharpfootballanalysis.com...ate-since-2000
Needless to say, he is sticking to his guns.
The Dolphins Blow, the Jets Swallow, and the Patriots take it in the arse.
Sure, there are lots to take umbrage with in Sharp's analysis, but this one left me scratching my head...
"The Patriots are indeed nearly off the chart, but that is partially because the author uses the smallest y-axis possible to demonstrate the largest effect that he could. It's generally preferred to use a y-axis that begins at 0..."
I read this objection elsewhere and it's nonsense. In fact, it's generally preferable to use a tight axis in order to show the data with precision. There is no general rule for a y-axis origin at zero just as there is none for a y-axis maximum of 100. It's completely arbitrary. It's generally assumed that the reader is going to understand the scale. Regardless, changing that y-axis origin to zero wouldn't materially effect how the chart looks.