Modifying OPS
OPS is a quick and dirty stat that allows us to measure the rate of a player's offensive contribution, but we all know OPS doesn't tell the whole story. More advanced and revealing metrics like VORP and EqA are currently in vogue, but I've been in search of a stat that is easily calculated using the "Big Three" rate states (AVG/OBP/SLG). If I want VORP and EqA, I'm going to Baseball Prospectus, not calculating it myself.
Lately I've been playing around with some numbers and have come up with a modified version of OPS which I call mOPS (modified OPS):
mOPS = 2.5*OBP + ISO
where
OBP = on-base percentage
ISO = isolated power = slugging average - batting average
I should point out that this formula does not consider stolen bases, sac flies, or other "secondary effects." (These secondary effects can make a difference in the valuation of say, Juan Pierre or Scott Podsednik, but we'll have to live with that innacuracy for now.) mOPS is quick and easy to calculate, and - in my opinion - places the appropriate weight to OBP (Life is OBP; OBP Is life) and doesn't double count batting average in the way simply adding OBP and SLG does (that is, a player with a high batting average can have his OBP and SLG driven by his AVG - why give credit twice?)
The league leaders in mOPS are:
Player OPS mOPS
Derrek Lee 1.163 1.468
Brian Roberts 1.055 1.3475
Albert Pujols 1.027 1.323
Bobby Abreu 0.982 1.3205
Alex Rodriguez 1.013 1.32
Nick Johnson 0.952 1.298
David Dellucci 0.925 1.281
Adam Dunn 0.944 1.28
Jim Edmonds 0.969 1.2765
Vladimir Guerrero 1.016 1.274
Travis Hafner 0.947 1.258
Brian Giles 0.913 1.2525
Carlos Delgado 0.959 1.252
Notice how mOPS gives "extra" credit to players like Bobby Abreu, Nick Johnson, and Brian Giles - guys who just don't make outs while hitting the ball all over the yard. These are guys that have often been slapped with the underrated tag. Now we know why. Bobby Abreu boosters can point to this stat: he's having a season on par with Alex Rodriguez.
OPS overrates guys like Miguel Tejada, who is 9th in OPS but only 21st in mOPS, somewhere between Gary Sheffield and Miguel Cabrera. (By the way, I love Miguel Tejada. It's just that mOPS is cruel and heartless.) Even AL MVP Vladimir Guerrero is somewhat overrated by OPS, because his OBP and SLG are driven by his .340+ AVG.
I was interested in some feedback on mOPS. In a week or two, I can post my methodology, but for now I am interested in hearing what you all think.
0 recs |
28 comments
|
Comments
one question
interesting idea though. ill need to ponder.
Like I said
I then performed a multivariate regression using OBP and ISO. The ratio of their coefficients was approximately 2.5, which is what you see here.
More on that when I have the time, but that's the short of it.
I'm going to guess...
Just a hunch, I'm probably off base by a mile. I look forward to hearing your methodology, and will even post it as an article if you'd like.
by Marc Normandin on Jul 1, 2005 10:29 AM EDT up reply actions
I appreciate the interest in "2.5"
I promise, I will send more information as to how I arrived at the 2.5 figure. Should I send it as an attachment to Mr. Normandin or Mr. Scotto or should I post it as a diary? In any case, I may not get around to that for a week or so.
RE: delivery
by Marc Normandin on Jul 1, 2005 11:46 AM EDT up reply actions
Didn't mean to be rude
What I like - its quick, simple, and an interesting angle to attack the "question"
What I don't like - well, the 2.5 -- I mean, that's a LOT of weight added to OBP. A LOT. It just drowns out the ISO, I think. Almost to the point of why even bother with the ISO, just look at OBP. Unless you're a monster who slugs at a ridiculous rate above average (Babe Ruth, Barry Bonds) it won't even make a dent. If you really feel OBP is The Thing, and you're going to almost triple the value of it, just use OBP.
I'd like to see a comparison list of mOPS vs. OBP and see how much they differ by, both current and some historical stuff. I think that's necessary in order to assess the value of mOPS. For me, a straight OBP+ISO would be just as useful, and easier to calculate. I'm open though, and await your argument - i want to be convinced. 8)
Good comments
But look at OBP + SLG. SLG is driven by batting average for many, which correlates very well to OBP. In effect, you are counting up some OBP there as well.
Part of the usefulness is that guys who have very low ISOs have reduced values compared to guys with the similar OBPs. It's not that I think OBP is The Thing...it's just that it appears to be the thing.
I also would like to see some historical comps, and I agree that mOPS has limited usefulness until we can assess it in a historical context. Unfortunately, I don't have an electronic encyclopedia of such things, so making spreasheets is a royal pain in the butt. Does anyone have an electronic encyclopedia that might be willing to do some historical comps?
Thanks for your comments. I've been doing this on my own, and sometimes get too wrapped up in my own ideas w/o getting outside criticism.
Additionally
OPS= .800
Now let's look at a bomber who doesn't get on as much
.247/.337/.547
OPS = .884
mOPS= (.843 + .3) = 1.143
The slugger is ahead. You're telling me that Rob Deer is better than Rickey Henderson. I reject that. That's also why I'm not crazy about regular OPS - it rewards a guy who mashes more than a guy who leads off. Both are important, but a good leadoff guy is just as important as a masher, IMO. If I ask you who do you want, a .400 OBP or a .337 OBP, what will you say? If OPS is limited and not good enough, mOPS has similar issues. To even the above situation out, you'd need to further weight OBP, in which case, just look at OBP.
Thoughts?
Numbers
What mOPS says is that, well, these two have equal values. The 400/400 player has a different type of value as the 337/547 bomber - but when you use a dashboard metric, you have to deal with some loss of information. I think it is perfectly acceptable to say that the two have equal values, although in actual lineup construction, one must realize they have different types of value.
I know it is difficult to criticize thoroughly until my methodology is available. For that, I apologize.
loss of information
I like the concept of mOPS though.
I respect the preconceived notion argument. But I really just can't accept Rob Deer for the HoF.
Im still pondering.
You needn't accept Mr. Deer for the HoF
Deer: 220/324/442 OPS = 766 mOPS = 1032
Rickey: 279/401/419 OPS = 820 mOPS = 1142
I'll leave it up to Mr. Normandin to calculate JAWS, etc.
Multiplier and Some Other Thoughts
I ran some regressions and some trial and error, and it seems to best correlate with run scoring with the multiplier somewhere between 2.5 and 2.8, so, in that sense, it looks pretty good.
I might be making a mistake in my calcs, but I'm only getting the correlation of mOPS to run scoring up to an R-squared value of .8916 (when I play around with the mulitplier), and I think that there are other options with similar accuracy.
The problem with isolated power over slugging is that, in my opinion, singles and walks are not created equal. Singles are worth more runs.
There's a balance between double-counting singles and weighting them the same as walks.
Here's a familiar formula:
H + TB + 1.5*(BB + HBP) + SB
EqA = ----------------------------
AB + BB + HBP + CS + SB/3
If you string out the H + TB + 1.5(BB+HBP) component of EqA, you get 2*1B + 3*2B + 4*3B +5*HR + 1.5*(BB+HBP).
Which isn't all that far off from another run estimation formula I like:
XR = (.50 x 1B) + (.72 x 2B) + (1.04 x 3B) + (1.44 x HR) + (.34 x (HP+TBB-IBB)) +(.25 x IBB)+ (.18 x SB) + (-.32 x CS) + (-.090 x (AB - H - K)) + (-.098 x K)+ (-.37 x GIDP) + (.37 x SF) + (.04 x SH)
or ERP or Batting Runs or anything.
I like the concept of modifying OPS into something more valuable. OPS is quick and dirty and with a slight modification can be a lot more. But I think that the problem with undervaluing the base hit will keep down the R-squared.
OPS overvalues singles, mOPS seems to undervalue them. Somewhere, there's a balance. And yes, I'd love to see the methodology, because I could be completely butchering this.
by Dan Scotto on Jul 1, 2005 1:34 PM EDT reply actions
Offensive figure of merit.
What do you mean by run scoring? Is this on a teamwide basis?
I created my own offensive figure of merit, and by playing with the multiplier, I can get r-squared up near 0.97. So by "run scoring" you mean offensive figure of merit, and we are using different figures. I will email you and Marc about my offensive figure of merit and you can decide from there.
The balance between singles and walks you refer to: formulas like EqA and ERP and whatnot - this could be my ignorance, but what is the origin of the multipliers in these equations? 1.5? -0.37? I'm wondering because I don't know. My 2.5 comes from...well, wait for the email. Sorry for all this vagueness.
Keep the commentary flying!
About to check my email....
by Dan Scotto on Jul 1, 2005 11:22 PM EDT up reply actions
I have to agree
For a completely random thought, what about (BA/2)+OBP+ISO -- does it tell us what we need to know now? Gives extra weight to hits, the bulk is OBP, and ISO rewards power.
I still think its flawed though.
My objective is to remove random
In any case, mOPS = 2.5*OBP + SLG - AVG
= 1.5*AVG + ISP + SLG
Where ISP = isolate patience = % of PAs resulting in a walk.
So in mOPS we have something like single = 1.5*walk (or so).
wait, what?
1.5*AVG + 2.5*ISP + SLG
Actually
wait wait
its
2.5*AVG + 2.5*ISP + ISO
no
it REALLY is
1.5*AVG + 2.5*ISP + ISO
right? im miserable at basic math sometimes...
no
1.5*AVG + 2.5*ISP + SLG
im having a bad day. why can't i delete my own comments! i look like an idiot!
Okay, right.
Except for our collective inability to do basic math, that is.
here we go, from the beginning
which is (XB=Total Extra Bases, ie not singles)
1.5*AVG + 2.5*ISP + ((H/AB)+(XB/AB))
thats
2.5*AVG + 2.5*ISP + (XB/AB)
and xb/ab=ISO.
SO
mOPS is
2.5*OBP+ISO right? thats
2.5*OBP + (SLG-AVG)
2.5*(AVG+ISP) + (SLG-AVG)
2.5*(AVG+ISP) + (ISO+AVG-AVG)
2.5*(AVG+ISP) + (ISO)
2.5*AVG+2.5*ISP + ISO
That's it, I'm sure of it now. So in mOPS AVG and ISP are equally weighted.
Sorry for all the confusion.
For comparison sake
2.5*AVG+2.5*ISP + ISO
and normal OPS is
2*AVG + ISP + ISO
In summary
Im not sure what the value of this is over OPS... 8(




























