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Baseball Primer Newsblog— The Best News Links from the Baseball Newsstand
Saturday, December 20, 2008
Feverishly scans for Jersey City State (AKA Snyder University) for totals…
While doing just that, I decided to look at what colleges have produced the best players. It’s easy to look at some lists and see that Arizona St. has produced the likes Barry Bonds and Reggie Jackson, or that USC has produced Tom Seaver, Mark McGwire, and Randy Johnson, but that seems a little too subjective to me. I decided to try something a little more objective to see what we get.
Using the database info available at Baseball Databank and the Win Shares info found on the Baseball Graphs Blog (limited through 2007 for now), I calculated how many players have come from each school and then summed up the total Win Shares of each of those players. In order to rank the schools in a meaningful way, I found the average Win Shares of each school’s alumni. So, for example, there were 26 MLB players who attended the University of Wisconsin - Madison, and those 26 players accumulated a total of 933 Win Shares throughout their career (with Harvey Kuenn earning the most with 223 WS). That gives UW an average Win Share value of 35.9.
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1. Misirlou's got a busy day, he's wearing a vest Posted: December 20, 2008 at 04:26 PM (#3034641)Add up Gehrig and Collins, divide by 12 and you get 88.6. Are there negative win shares now?
So yeah, average is a lousy way to assess them as well. Even worse than Ohio.
I'll thank you to not speak of Gene Larken that way!
Patience. All these insults and sufferings will be noted, and Wieters will punish these sinners all. Patience!
Weird to see the USC, and see no Mark Prior on it.
Also, I'm guessing that Wisconsin's player win share average will not be changing any time in the near future...
@#2: Scott, those thoughts crossed my mind too, and I think I'm going to revisit the numbers to see what I find. I never really had an agenda when I started looking at this data, so I only went through a pretty simple methodology. I think two things that can be done to fix this are: use a floor of how many Win Shares a player must earn before being counted in the average, and/or adjusting the average Win Shares value by some factor to account for a larger number of players (like the USC vs Ohio Univ. comparison you brought up). Any thoughts on that?
I'm not sure I agree Total Win Shares is the best metric because that can also misrepresent a school (eg, having 1 HOFer and 50 replacement-level players probably isn't a better school than one that has 5 HOFer and 10 All-Stars - not that there's necessarily any two schools like that).
I'm open to any suggestions...
I don't think adding up total winshares would indicate that it was. Just for a quick and dirty look, consider USC. If you take out Johnson, Lynn, McGwire, and Seaver, the average of the other 87 players is 36 win shares. That means it takes ten of those guys to equal one HOF-caliber player, and those guys aren't replacement level- they include lots of middle-of-the-road players that pull up the average. 5 HoF by themselves would beat 50 replacement level guys in total win shares, even before you throw in the 10 All-Stars.
[10] The thing is though that tons of replacement level players don't produce all that many win shares. And there should be a reward for getting guys to the majors. I think total win shares is pretty good actually.
yeah, but having 2 inner circle guys, 3 barely adequate regulars, and 7 guys with no real career shouldn't put you in a commanding lead.
I mean, go back to USC. The second tier guys from there like Brett Boone, Don Buford, Jeff Cirrilo, Roy Smalley, and Barry Zito absolutely destroy anyone from Columbia not named Gehrig or Collins. Brett Boone played more games than all 10 other Columbia players combined.
It would be a ##### to calculate, but something on the order of (the #1 players WS) + 2(#2 player's WS) + 3(...)/sum of the multipliers would be better. That would reward both quality and quantity. Kind of like James did in the baseball families section of the latest historical Abstract. That way, the 1 HOFer + 50 replacements wouldn't get anywhere near the top.
Well, then Columbia's average jumps to 574.
And my equation in 13 is obviously not right. Maybe divide by total number of players? Don't average?
http://wezen-ball.blogspot.com/2008/12/top-talent-producing-universities_21.html
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