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Pitcher A
Start 1: 6 IP, 3 ER
Start 2: 6 IP, 3 ER
Start 3: 9 IP, 0 ER
Start 4: 3 IP, 6 ER
Pitcher B
Start 1: 9 IP, 0 ER
Start 2: 9 IP, 0 ER
Start 3: 3 IP, 6 ER
Start 4: 3 IP, 6 ER
They'll have the same ERA but Pitcher A gave his team more "chances to win" since he had three quality starts as opposed to Pitcher B's two. Of course, it helps in this hypothetical to set the pitchers' ERA's equal, but it's an example of a rough use of the QS statistic. There are quite a few other metrics I'd use before QS, though.
That said, as Rany recently wrote better than I could, the stat has the obvious problem that it treats the game where you give up two or three runs as equivalent to a complete-game shutout, and Support-Neutral W-L is the better version of it.
I've never understood this argument. Let's assume a 4.5 league ERA, and that both teams score 4.5 runs a game.
A
Start 1 - 4.5 vs 4.5 - T
Start 2 - 4.5 vs 4.5 - T
Start 3 - 0 vs 4.5 - W
Start 4 - 9.0 vs 4.5 - L
B
Start 1 - 0 vs 4.5 - W
Start 2 - 0 vs 4.5 - W
Start 3 - 9.0 vs 4.5 L
Start 4 - 9.0 vs 4.5 L
So one finishes 2-0-2 and the other 1-2-1. No great difference. It's just as likely pitcher A's team loses the two games as wins them, and, assuming a static 4.50 ERA, you can posit just as many situations whereby Pitcher B is better as you can where Pitcher A is better, at least in terms of wins. As the run environment gets higher, it becomes more likely that Pitcher A gets wins in 1 and 2, but so it becomes more likely that pitcher B wins.
I've never seen any analysis to suggest the the cumulative WPA is better for pitcher A than pitcher B, but I'd be interested if it existed. If I had to guess one way, I'd guess that Pitcher B was slightly more probable to win more games over a season of x length simply because a start like 3 or 4 implies offence-friendly conditions, which in turn implies his team may score more than league-average runs.
Most importantly, it's very unlikely that pitcher B finishes under .500. Not that this means anything, but if we're talking about 'chances to win', it's worth saying that you be'd happy if a 4.50 ERA pitcher walked away with 18 wins, right?
That last comment was meant to be something of a joke.
I don't know why that's a criticism. That's going to be reasonably close to league average, which means it gives a league average offense an average chance to win the game.
when I was a kid, we pitched uphill in both directions for 9 innings
(and we liked it)
Fantasy players -- everyone knows fantasy players have rended the fabric of the game.
Of course I would, if he's on my team.
Leaders in QS, since 1956:
Don Sutton 483
Nolan Ryan 481
Greg Maddux 468
Roger Clemens 465
Tom Seaver 454
Gaylord Perry 453
Steve Carlton 447
Phil Niekro 442
Tom Glavine 435
Tommy John 431
Bert Blyleven 429
Gaylord Perry 303
Fergie Jenkins 267
Bob Gibson 255
Steve Carlton 254
Phil Niekro 245
Juan Marichal 244
Bert Blyleven 242
Tom Seaver 231
Nolan Ryan 222
Jim Palmer 211
but QS pitchers DON'T have an ERA of 4.50
I don't know if the stat's been updated, but the last time someone did an analysis (I believe it was from 1984 to 92 or something), picher's ERA in QS's was about 1.90
I'll certainly take that
Of course. But the argument is that should a 6 innings start with an ERA of 4.5 be included in the mix. I'm sure that if the definition of QS went down to 5 innings and 5 ER, the cumulative ERA of all QS would still be very good, but no one would argue that giving up a run an inning is anything close to a good start.
Of course, in the end there are far better ways to measure this stuff and fine tuning a minor stat is hardly going to help or hurt anything.
There have also been three relief appearances that would have otherwise qualified as QS's. Those relievers gave up 3 ER in 18 innings.
Wait, 6 IP and 3 ER is a QS, but 8+ IP and 4 ER is not? That makes no sense.
Teams are 512-247-2 this year when their starter has a QS. Pitchers are 406-129 with 226 no-decisions.
The idea is to have a quick-and-dirty stat. Of course Support Neutral Adjusted Wins for Handedeness and Groundball Tendencies of Umpires is more accurate, but who has the time to calculate that?
That said, I would have preferred the stat to really count quality STARTS--that is, once you get the 18th out wihout allowing 4 runs, you have the QS. Period. No chance to lose it in the 7th inning by allowing the 4th run. If the manager prefers the starter to the reliever there, that's not the starter's fault.
How did you do that? Using P-I, I can see all 764 QS's this year so far (that's over 25 per team by the way, almost half of the total games played.), but I can't figure out how to total the columns.
I sorted by IP and then ER and counted the number of games with each total. Then I just multiplied and added. Three of the 764 were relief appearances.
No, both starters in the suspended White Sox-Orioles game from a month ago threw QS's, so neither team won or lost. The W-L total includes games where each starter threw a QS, but those are counted twice (one win and one loss) in the total.
E.G. Starter goes 7 innings and allows 5 runs. Teams that allow 5 runs in 7 innings win the game 22% of the time, so the starter is awarded 22 "points."
I see this as being a decent way to measure pitchers based on "giving his team a chance to win" which would be more specific than QS but wouldn't depend on his offense/bullpen.
Is there anything like this out there?
Ah, got it. Thanks.
Pretty much. IIRC the method is, it adds the percent chance a pitcher would historically get the win leaving the game in the state he did to a SNW number and the percent chance a pitcher would historically take a loss in that state and add it to a SNL number.
Personally, I think SNWL is the bee's knees. It smooths out horribly bad outings.
So, "% chance of team winning after allowin 3 runs in 5 innings with the bases loaded and nobody out in the sixth." If so, I agree that's pretty cool. And damn them for stealing my idea before I had it.
Concur. Whatever happened to Wolverton anyways?
It was born, lived, and pretty much died in the 1980's, which was a much lower scoring environment than today.
If you look at the leaders in quality starts every year, they are exactly who you'd think they would be - the best pitchers in the league by every other metric. The best criticism of quality starts is that they usually don't tell you anything you wouldn't otherwise know.
Well, I thank you for this. And QS definitely does track with the best starters, which makes sense.
According to the Wikipedia article on "quality start," it was developed in 1985. The article also links to the study mentioned by Pasta-diving Jeter (jmac66) in post 16.
I usually push for modification of quality starts based upon era or at least use other definitions for degrees of quality (such as 3 runs over 7 innings is deep quality or something like that)
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