deanvogs
Well-Known Member
Yes, there will be lots of Math.
Instead of boring everyone in different threads, lets consolidate this. Now I am a math guy, I love stats, they mean something. Defensive rating just isn't a good stat though, and I'll show you why.
DRate is a formula, so we can calculate things from it. This all come from the Sports reference site.
Individual Defensive rating is calculated like this:
Drtg = Team Defensive Rating + .2 (100 * D Pts per ScPoss * (1 - Stop%) - Team Defensive Rating)
Now since we know that Iowa's Team Defensive rating per the Sports reference site is 103.5, we can back calculate some things from Jordan's 108.7 individual Drate, we can find X where X equals Dpts per ScPoss * (1-Stop%)
103.5 + .2 (100 * X - 103.5) = 108.7
So
x = 1.295
Lets see what happens if we put Jordan on Say California team, and calculated his Drate.
Since Cal team D is 92.2 lets plug that in and see what we get:
Jordan now has a Drate of 97.6
WOW, but how can that be? How can a player with a Drate of 108.7 have a Drate of 97.6 just by going to a different team?
Well it is easy math actually. When a formula relies so much on team D, that is going to make huge swings in an individuals rating, the team component that is. So it is very unfair to say that an individual's D is good or bad, when you tie into Team D so heavily in factoring an individuals D.
Lets see how Charlie Moore would fare if we put him on Iowa's defense. Right now Charlies defensive rating is 96.8 and the Cal team D rating is 92.2, so lets find X
92.2 + .2(100 * X - 92.2) = 96.8
So
X = 1.152
Lets put Charlie's 1.152 factor on Iowa's team.
103.5 + .2 (100 * 1.152 - 103.5) = 105.84
Now the math would actually get way more complicated, and more in depth than I'm willing to go. Part of the formula to find Dpts per ScPoss * (1-Stop%) includes yet again even more team defensive stats. I'm not willing to go all the way down that rabbit hole, and frankly that math is above my pay grade. Yet from looking at the formulas, putting Jordan on a good defensive team might even make his ranking even better when you factor in yet again more good team numbers that way, and vice versa taking a player out of a good team D situation and putting them on a bad defensive team, his numbers are going to look even worse yet factors this in.
Instead of boring everyone in different threads, lets consolidate this. Now I am a math guy, I love stats, they mean something. Defensive rating just isn't a good stat though, and I'll show you why.
DRate is a formula, so we can calculate things from it. This all come from the Sports reference site.
Individual Defensive rating is calculated like this:
Drtg = Team Defensive Rating + .2 (100 * D Pts per ScPoss * (1 - Stop%) - Team Defensive Rating)
Now since we know that Iowa's Team Defensive rating per the Sports reference site is 103.5, we can back calculate some things from Jordan's 108.7 individual Drate, we can find X where X equals Dpts per ScPoss * (1-Stop%)
103.5 + .2 (100 * X - 103.5) = 108.7
So
x = 1.295
Lets see what happens if we put Jordan on Say California team, and calculated his Drate.
Since Cal team D is 92.2 lets plug that in and see what we get:
Jordan now has a Drate of 97.6
WOW, but how can that be? How can a player with a Drate of 108.7 have a Drate of 97.6 just by going to a different team?
Well it is easy math actually. When a formula relies so much on team D, that is going to make huge swings in an individuals rating, the team component that is. So it is very unfair to say that an individual's D is good or bad, when you tie into Team D so heavily in factoring an individuals D.
Lets see how Charlie Moore would fare if we put him on Iowa's defense. Right now Charlies defensive rating is 96.8 and the Cal team D rating is 92.2, so lets find X
92.2 + .2(100 * X - 92.2) = 96.8
So
X = 1.152
Lets put Charlie's 1.152 factor on Iowa's team.
103.5 + .2 (100 * 1.152 - 103.5) = 105.84
Now the math would actually get way more complicated, and more in depth than I'm willing to go. Part of the formula to find Dpts per ScPoss * (1-Stop%) includes yet again even more team defensive stats. I'm not willing to go all the way down that rabbit hole, and frankly that math is above my pay grade. Yet from looking at the formulas, putting Jordan on a good defensive team might even make his ranking even better when you factor in yet again more good team numbers that way, and vice versa taking a player out of a good team D situation and putting them on a bad defensive team, his numbers are going to look even worse yet factors this in.
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