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#121 |
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How about the team level. Much was made about the 2008 Rays having a better defense... the local writers named Jason Bartlett MVP.
2007 7.5 k/9 3.6 bb/9 1.3 hr/9 2.1 k/bb 2008 7.1 k/9 3.2 bb/9 1.0 hr/9 2.2 k/bb BABIP 2007 .334 2008 .280 Drumroll please Team ERA 2007 5.53 2008? 3.82 |
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#122 |
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#123 | |
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Quote:
I'm worried about the swings that are double in size of this example. |
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#124 |
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How about the 1998 trade of Randy Johnson from Seattle to Houston. Small sample size in Houston but this is an in-season example of it working the other way.
Seattle: 12.0 k/9 3.4 bb/9 1.1 hr/9 Houston 12.4 k/9 2.8 bb/9 0.4 hr/9 You can't expect truly consistent numbers for these categories when changing leagues, a huge stadium change from Kingdome to Astrodome and a small sample size. His ERA in Seattle was 4.33. In Houston it was 1.28. BABIP .294 in Houston, .334 in Seattle Johnson's BABIP are all over the place. It seems to me someone that wins 300 games in the major leagues would be the kind of guy who could control hits against him on balls in play. High as .354 in 2003 to a low of .250 in 1990. His career number is .295 against a league average of .296. 600 starts, 301 wins and he can no better control BABIP then the average pitchers from 1988-today. Knocka talked about 4 year stretches. Well Johnson won 4 straight Cy Youngs. BABIP those years? .294 .335 .321 .291 The next year? .354 The year after that he finished second in the Cy vote.. BABIP? .267 Last edited by lynchjm24; 06-21-2009 at 09:25 PM. |
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#125 | ||
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Quote:
One thing: My IMPRESSION is that 40 or 50 point swings is very normal for OOTP. One or two examples of real life swings like that isn't my issue. It's whether 2%, or 10%, or 40% of pitchers regularly experience such severe swings. I could ask you to show me what percentage of pitchers today have suffered from such swings year to year, but that's the head-ache I've been trying to soothe. I won't burden you with it. But, such research is pretty daunting, especially when you then must go through OOTP seasons to compare with your real life findings. PS. Can you expand on this? Quote:
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#126 | |
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Quote:
In OOTP you know, in real life you have no idea, except from anecdotal evidence. Some of which is accurate and some of which isn't. |
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#127 |
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Here is the problem with that. If you put in a fudge factor for a historical pitchers BABIP it causes downstream issues with how defense is modeled and how the AI works. Yes, adding a BABIP fudge factor would make the historical pitchers play more accurately then they do now, but it would also force the defense to be better then it's rated... if that makes any sense. You'd be backing into the pitcher's results and ignoring the ratings of the players on the field.
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#128 | |
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Lynch.
Damn it. This is a good run. I've got some responses on Johnson (which also apply to Ryan, as someone brought him up earlier). But, I'm being dragged to a damn movie. What defensive stats do you find useless? I know many saber-dudes are measuring the 70s with their new rulers. And what defensive stats impress you? Quote:
Gotta go see damned " Up!" Out for tonite. Last edited by knockahoma; 06-21-2009 at 09:43 PM. |
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#129 | |||||||
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A momentary reprieve has given me a chance to dig thru some numbers.
Lynch, let's start from here, okay? I work in an industry that takes numbers and studies very seriously. I sit in those meetings where we discuss the direction of million dollar radio stations. I'm 47. I've learned (sometimes painfully) through the years what happens to those who jump at conclusions too early. I want you to see me in that way. I think it will help you understand me. So, I'm just musing for now. That being said, here's what I notice: I THINk for every pitcher with a 4 year roller-coaster BABIP you can show me, I can show you FIVE that are pretty darn consistent thru a 4 year period. And that's where I wonder if OOTP is off. At the beginning of this thread, I started looking at a single pitcher. I think it's crucial to do that when considering BABIP. For example, it's accurate to say what you did: Quote:
Is this a consistent BABIP? We're in the 70s with Jerry Koosman: Quote:
To Randy Johnson. Quote:
Quote:
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Someone mentioned Nolan Ryan. Another guy who went thru consistent periods: Quote:
Quote:
So, I started looking, and I saw this kind of stuff all over the place. Inferences? I'm not ready to take a definite stand. But, the partitioning of careers is not something I've seen in BABIP discussions. However, I believe strongly that such partitions in careers exist for various reasons, beyond, but not discluding, defense and luck. Last edited by knockahoma; 06-21-2009 at 10:53 PM. |
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#130 | |
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Quote:
Starting from the bottom of the top 1000 pitchers in MLB wins.. the active pitchers, using what look to be seasons with at least decent sample sizes: Jake Westbrook .275-.324 Braden Looper .256-.322 Kip Wells .260-.346 Jose Contreras .262-.330 3 straight years with WS goes - 262/284/330 Dontrelle Willis .288-.326 as bad as he has been this year... it's .306 Dave Weathers .232-.366 Mariano Rivera .212-.325 Kris Benson .263-.318 3 years Pit 318/320/312 to NYM 273/263 Bal 283 Adam Eaton .282-.329 Dan Haren .288-.307 These are the 10 active pitchers with between 63 and 71 career wins. Haren was super consistent... but guess what. 2009 his number is down to .230. Pretty much everyone else is inconsistent. I'm not seeing where you are going to find a 5:1 ratio of consistent to inconsistent. I've never even really looked at BABIP in OOTP other then to make a roster decision at a point in time. I've never given much thought to it, because since the results in fictionals pass the smell test, I'm guessing that the BABIP will also pass that test. If you limit the study to pitchers like Ryan and Johnson who pitches for decades... sooner or later they are going to have chunks of seasons that are consistent. It's 0.1% of pitchers who last that long though, so are they really representative of the pitching world in general? |
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#131 |
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Ryan certainly has periods where he is all over the place.
With California he pitched full seasons in 72, 73 and 74 and put up 240/283/259. 79 to 81 he moved from California in 79 to the Astros and went 270/294/249 Which year was he hurt? The year he was at 249. 85 to 87 with Stros. 277/298/244 88 with Houston, 89 with Texas 290/262 If the argument is that controlling hits on balls in play is a true 'skill', then why did Ryan have 2 of his best seasons at age 43 and 44? 246/232 in those back to back year? If it's something that develops late in a career why did he go from 232 to 306 the next year? His career number is 269 versus a league average of 282. But if you look at the numbers season by season if you took out what happened after 1988 he'd be almost exactly on the league average. His last few seasons was where he really got below the league average, because the average BABIP was rising, and his was sinking. I'm lazy and it will take a while to calculate but it looks like he would be at about 273 against league average 279 through his age 41 season. If this is a 'skill' that has a huge influence on results. A: Why did he wait until he was so old? B: Why does it seem to age different then almost every skill in the world? C: Why can't other pitchers extend their careers as they start to fade by limiting hits on balls in play? |
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#132 | |
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Lynch,
Not much time this morning. I did a lot of work with pitchers I found in 74 (since I'm extremely familiar with that year), looking at their career. Again, I think it's worth looking at segments of years, the idea being that players go through ebbs and flows in their careers. By looking at these ebbs and flows, we might pick up some interesting stuff. You see these partitions in every-day player stats. You'll see a guy struggle in the first few years with a .220 BA, 4HR, then for the next three be productive with a .260 BA and maybe 15 HRs, then he disappears, batting .205 with a couple of homers. I was looking at several players like this from the 74 and 71 leagues last night. We could say, "He ranged from .205-.260 and hit 55 HR in 7 years. But, we'd be missing his true productivity in that three year period. Three year periods in a 15 year career look like blinks of the eye on a stats page. But, they weren't, of course. That's why I want to examine pitchers year by year. It's kind of a detective story. When Johnson pitches a stretch like this: Quote:
I just know that, more and more, I'm seeing consistency where I used to hear there was little, or none. If only a small percentage of pitchers had stretches like that, I would chalk it up to luck. How about I bring full staffs from the 74 season. We can examine each pitcher for periods of consistency (3 years, or longer). Also, I would like to follow up on the defense thing. What defensive stats do you like, or dislike, when it comes to measuring past teams? I saw a couple of questions I'd like to take a swing at. I just don't have time this morning. Maybe the next post. Last edited by knockahoma; 06-22-2009 at 08:38 AM. |
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#133 |
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Hall Of Famer
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Realize that unadjusted numbers are never good enough...
Anyway, I took every pitcher who changed teams mid-year from 1960-1985. I then removed all examples who changed more than once, and all who had fewer than 100 BIP in either stint. This left me with 124 pitchers who had pitched for two teams in the same year, and had seen at least 100 BIP with each team. I then took the raw difference of their BABIP. Here's the data--treat it for what it's worth: Code:
Change in BABIP with Team 2 from Team 1: Min -0.135 Max 0.122 Avg -0.013 Stdev 0.047 1) 11 pitchers gained more than 50 points on their BABIP 2) 26 pitchers lost more than 50 points on their BABIP 3) So, 29.8% of pitchers varied bymore than .050 BABIP 4) The AVERAGE pitcher in this sample got .013 BABIP points better after the trade. That's interesting...perhaps they were unfamiliar to hitters? Your guess is as good as mine. My guess is that the data is off a little since it's raw and un-adjusted. 5) The standard deviation of .047 shows how varied this data is--but it makes sense because of the sample size. Change the sample size to year-by-year, and the variation should drop just by the math. 6) The standard deviation of .047 also says that ~ 31% of the data should fall outside this zone by random chance. That 29.8% varies by more than .050 is a confirmation of this...hence the distribution is pretty danged close to random. Last edited by RonCo; 06-22-2009 at 01:34 PM. Reason: added "% of" |
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#134 |
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I also note that 30 pitchers (24.1%) were "consistent" -- measured as varying by under +/-.015 from team-to-team.
Last edited by RonCo; 06-22-2009 at 01:35 PM. Reason: added "+/-" |
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#135 |
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So, at that level, I can say that for every "consitent" pitcher (variance < .015) I can find one super-inconsistent pichter (variance >.05), and two merely inconsistent pichers (variance between .015-.050).
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#136 |
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knockahoma, I think what RonCo's saying is that (and I'm sure he'll correct me if I'm misinterpreting) you need to do more than find that there are pitchers who appear to be consistent. You need to find that there are more who appear consistent than pure chance would predict.
I think that can be extended to your original point of stretches of consistency. I think in order to 'prove' (or strongly imply) that there's some causality to what you've observed, you'd need to look at all pitchers with careers of 7+ seasons whose entire careers (or all but the first two seasons) were after 1920. I would throw out their first two 'establishing' and last two 'declining' seasons as being uncharacteristic of most players' careers. There are exceptions, especially for guys who suffered CEIs, but I'd want to treat everyone the same. After establishing your pitching pool, you'd need to correct BABIP by stadium, team defense and year, so you get a value that would be above or below the standard for each season. I'm sure someone has already done this (and likely also corrected for something that hasn't occured to me), and it probably has a weird acronym name, but I wouldn't know where to find it. Then find out how many discrete three year and four year periods you have. As an example, a pitcher with a ten year career would have four three year periods to look at (3-4-5/4-5-6/5-6-7/6-7-8) and three four year periods. You'd evaluate the three and four year periods seperately, of course. After finding the number of periods, you'd establish the mean range for a period, and from that and the number of periods you'd calculate the standard deviation. That would tell you how many of these periods were expected to be twenty or fewer points in range. Then count the actual number of periods that were within twenty points. THEN come back and tell us whether you were seeing an oasis or a mirage. I wish you luck. And, as long as I'm here, your stories are the best parts of your posts, and you write them well. So, ignore lynchjm, and keep churning out that fiction. Have you tried your hand at writing a dynasty thread? Fiction would seem to be your 'first, best destiny'. |
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#137 |
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Has anyone ever done a study in which they lump k/bb/hr/3b/2b's together?
I ask this simply because I think we would all agree that Silva gives up harder hit balls then Mariano Rivera. Singles in my opinion are not in the pitchers hand as you see so many weak grounders and flares that fall in. On the other hand a lot of doubles and triples are well struck balls that hit off the wall or linedrive into the gap that even the best defenders have no chance on. Of course some of these are on the defense so its going to have a lot of flaws Id just like to know what a guy like Messersmith looks like compared to other pitchers this way. Last edited by jbergey22; 06-22-2009 at 01:02 PM. |
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#138 |
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Yes, Curtis...that's the flavor I'm trying to capture. To go through the process Knock is going trough, and then finding that "I think I see lots of consistency" is interesting, but in the end is what Bill James would call "bad sabermetrics." Instead, I suggest designing an experiment that studies a topic, gathering enough data to make the experiment hold its weight, and let it fly. I also suggest presenting the data in a format that makes a case. Given Knock's professional status, I assume he knows all this, but it's not evident from what he's doing here...maybe it's just me...I don't know.
My study above is also "bad sabermetrics" if I try to draw a full inference from it. My data is not adjusted at all, and I haven't done anything to try to balance the selection criteria particularly well. (I'm also cheating just a little on a couple raw stats things, but not so badly that I feel messy because of it!). It was just an quick and dirty initial shot in the dark. But I would suggest that my shot in the dark carries a tiny bit more weight than Knocks approach to my way of thinking and doing things. At the end of the day, if I were a GM I wouldn't want to rely on Knock's method _or_ my study. But if I had 15 seconds to make a decision and had to pick just one, I would trust the data of mine over the approach Knock is using merely because of its scope and because it tells a story that I can use as a predictive tool even though its confidence factor has got to be low. In either case, if I were a GM looking to make a deal I would look at BABIP only at the very end of a much longer assessment trail. Last edited by RonCo; 06-22-2009 at 02:36 PM. |
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#139 | |
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Quote:
To be clear, though "not much at all" does not necesssarily equate to 0.00000000000. Last edited by RonCo; 06-22-2009 at 01:38 PM. |
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#140 |
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Perhaps being traded to good teams helped the pitchers BABIP in your example Ron. Teams in a pennant race tend to make deals to improve at some point in the season. Athough Im not sure how common that was from 60-85.
Last edited by jbergey22; 06-22-2009 at 01:28 PM. |
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