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#41 | |||||
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I have never understood the adage you quote, and for pretty much the reason you're assuming. Why would I, as the visiting manager, play to tie, knowing that in doing so I would be giving you the chance to score one run unanswered. If I play (successfully) to win, then you as the home team need to put up 'a crooked number', which is MUCH less likely. Quote:
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#42 | |
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A lead built by the visiting team at ANY point in the game does not automatically win it without the Home team having a last chance to answer. Any lead built by the Home team however is a game winner from the 9th inning on. Small advantage? Yes, but enough to win at a historical average of .540 One of the biggest assumptions made about baseball that results in bad analysis is that everything is fair since both teams get 9 innings. Although it's true they both get 9 innings, it ignores the fact that if a team scores 700 runs over the season, they are not accumulated at 0.48 runs per inning - they are scored in various amounts in between many innings in which no runs are scored. This small detail means if runs could be traded between games to obtain more wins (ie: split up a 7 run inning across 3 one run losses to gain 3 wins) we see that singular runs can make a huge difference in win-loss records. Being the home team in the bottom of the ninth or in extra innings of close games is a much better place to be than gaining the go-ahead run as the visiting team and having to get 3 more outs. You may not agree, but as I said earlier - I much prefer last-at-bat as the primary reason for home field advantage than some loosely held belief about home field familiarity. And besides, a 4% difference across 162 games just isn't that much. |
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#43 |
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Henry, what you don't seem to be seeing is that the visiting team has the advantage up until the bottom of the ninth. Why do you think the home team's advantage after 8.5 outweighs the visiting team's advantage before then?
You're trying to turn this into a matter of opinion when it's a matter of fact; we aren't just blue-skying notions here. This has been studied, your hypothesis was tested, and it was found to be unsupported. That your hypothesis is not logical is just icing on the cake. |
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#44 |
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#45 |
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#46 | |||
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I'm sorry you feel that way. I tried to explain my logic, but your obviously not seeing it. maybe this will help - think of it as a bowling game. You and I bowl 10 frames and you finish with a 205. If I get 6 pins on my last ball I finish with 206 and win. You don't get another chance or frame and we both had the same opportunities - the advanatge I have is knowing exactly what I need to win or lose - when you rolled your 10th Frame you were going for the best you could get but had no idea whether it would be enough or not - I do. Quote:
Here's a question... did any of the studies that claim this theory has no merit do the analysis your asking for? If yes, my theory is void. If not, maybe the theory is still alive. By the way guys, no one has to be right here - I thought this was a discussion board? |
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#47 |
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Ok, spent half the night looking for other work to see if anything would help the discussion. Surprisingly, I found something that on the surface migh play against my theory...
Matt Swartz compiled a chart for runs scored each inning, the percentages are the difference in runs scored for the home team vs. the visiting team: 1 16.2% 2 9.3% 3 10.1% 4 6.0% 5 7.8% 6 8.1% 7 8.7% 8 6.5% Per his calculations, the average per game is about 8% more runs scored by the home team - that supports the .540 historical winning percentage. Although this doesn't prove WHAT causes the anomaly, it does suggest that most of this difference occurs in the first three innings (although the 9th inning can't be calculated since the visitor-home opportunity isn't equal due to the Home team not batting in the 9th in games won at that point). At this point, I thought my theory was completely out the window - but, like others, the next question is why the first three innings? What can possibly be different in those innings than the others? Familiarity doesn't fit, otherwise it should be spread out across the game more. I then began to wonder (and waited till I got some sleep to see if it still made sense lol) if the fact that a home team knows/believes it has an advantage, set out to get the lead early thinking THAT plus batting last tilts the game in their favor? If so, HFA is truly a psychological advantage which in real life statistics just causes the team to try 110% harder (actually 108% ) in the early innings.I'm not sold on this yet - and the fact that the 9th inning can't be calculated here doesn't help me get there. Swartz, himself, offers no conclusion - simply presents the numbers and says further study is needed - but I'm still going to have a hard time accepting that going into the bottom of the 9th or later, knowing I own a sudden death scenario, isn't going to also raise my efforts to their maximum. It does appear, however, I'm going to have a harder time with that considering the .540 advantage may mostly exist in the early innings of a game. Maybe it's just the fact that the home team "believes" last-at-bat is an advantage that causes the extra effort - - - or maybe the extra effort is an unconscious attempt to avoid batting in the bottom of the ninth. Ok, I'm tired... |
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#48 | |
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Could the first three inning effect be a function of simple acclimatization? The home team is very used to playing on their own field, and the visitors aren't, and it takes the visitors a few innings to get familiar and comfortable with the lighting, geometry, pitcher's mound, etc.?
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#49 | |
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The other thing that I find fascinating about baseball is that despite the non-uniformity of fields and the home team batting last, baseball teams have a smaller home field advantage than the other major sports (NBA is up close to 60%).
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#50 |
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Ok, since I'm the type of person who's happy to give a quick pass at some statistics, I went to Retrosheet and downloaded the game logs for the past 10 seasons (2001-2010). Below is a table of win percentage based on home or away status for each season, as well as a totals line. The purpose of this very brief study isn’t to determine where home field advantage comes from, but to determine whether or not batting last is potentially a contributor to home field advantage.
For each season, I tallied up the wins by the home and away teams to determine the home field advantage in all games. Then I did the same thing only for extra inning games. The data doesn’t make it particularly easy to determine games that go into the 9th inning tied, so I just used extra inning games. Any batting last advantage that appears in the 9th inning ought to also appear in extra innings, so I don’t feel badly about excluding the 9th. The data below tells us that the home field advantage over the past 10 seasons has led to a .550 winning percentage at home. This is slightly higher than the accepted historical value of .540 that people have been bandying about. The second pair of columns shows the home field advantage in extra inning games. Initially, I was expecting that extra inning games would be won more often by the home team if there was a true advantage to batting last, even more so than the advantage over all games. At minimum, I was expecting it to be identical to the home field advantage over all games. This was not the case over the past 10 seasons. The away team won more extra inning games over these years than expected, and this was true in every individual season except 2006 and 2002. Yes, some of those seasons are close, but some aren’t. Each season typically saw about 200 extra inning games, or about 8.5% of all games, which is a total of 1028 extra inning games in the study. One thing I thought was fun is that the 2007 San Diego-Colorado game 163, 2008 Minnesota-Chicago game 163, and 2009 Detroit-Minnesota game 163 were all won by the home team, with two of those games going to extra innings. All 3 are included in the study. Code:
Year AWins HWins HFA xAWins xHWins xHFA Diff 2010 1072 1358 .559 104 116 .527 -.032 2009 1097 1333 .549 89 106 .544 -.005 2008 1077 1351 .556 100 108 .519 -.037 2007 1113 1318 .542 103 117 .532 -.010 2006 1102 1327 .546 80 105 .568 .021 2005 1124 1306 .537 85 97 .533 -.004 2004 1129 1299 .535 103 115 .528 -.007 2003 1094 1335 .550 89 108 .548 -.001 2002 1111 1314 .542 85 115 .575 .033 2001 1155 1273 .524 101 94 .482 -.042 Tot 5461 6687 .550 476 552 .537 -.013
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#51 |
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Here's the same table extended to 1991 (20 seasons)
Code:
Year AWins HWins HFA xAWins xHWins xHFA Diff 2010 1072 1358 .559 104 116 .527 -.032 2009 1097 1333 .549 89 106 .544 -.005 2008 1077 1351 .556 100 108 .519 -.037 2007 1113 1318 .542 103 117 .532 -.010 2006 1102 1327 .546 80 105 .568 .021 2005 1124 1306 .537 85 97 .533 -.004 2004 1129 1299 .535 103 115 .528 -.007 2003 1094 1335 .550 89 108 .548 -.001 2002 1111 1314 .542 85 115 .575 .033 2001 1155 1273 .524 101 94 .482 -.042 2000 1116 1312 .540 101 101 .500 -.040 1999 1163 1264 .521 98 93 .487 -.034 1998 1123 1307 .538 105 102 .493 -.045 1997 1053 1213 .535 90 106 .541 .006 1996 1039 1227 .541 110 108 .495 -.046 1995 944 1072 .532 81 99 .550 .018 1994 773 826 .517 68 75 .524 .008 1993 1047 1221 .538 97 99 .505 -.033 1992 944 1162 .552 109 101 .481 -.071 1991 973 1131 .538 103 117 .532 -.006 Tot 21249 24949 .540 1901 2082 .523 -.017
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#52 |
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fhomess,
...make sure I'm understanding the table right... xAWins is extra innings wins by the Away team and xHwins is extra inning wins by the Home team? If so, the 2001-1010 table shows a .537 extra inning HFA compared to .550 overall, less than expected (which I think is what you were saying). In the 1991-2010 table, its .523 compared to an overall of .540 = same result effectively. Your comment about the Away team winning more games, however, has me confused - in the 20 year table, Home team won 2,082 xinnings games compared to 1,901 for the Away team. that's 181 more games for the Home team over that period - not significant, but still a home team advantage. |
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#53 | |
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#54 |
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Thank you for your research, fhomess.
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#55 |
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You're overlooking something: that figure is the overall average for the entire league, combining the records of all clubs. If you look at individual clubs, it's a different story. In 2010, for example, Atlanta was .691 at home; Minnesota, .654; Philadelphia, New York Yankees, St. Louis, Colorado, and Detroit, all .642 at home. Are you trying to suggest that all those clubs achieved such a high winning percentage at home due to winning games in the bottom of the 9th inning or extra inning? (Incidentally, in the 2010 season 22 of the 30 MLB clubs posted a .500 or better record at home. 28 clubs had a better home record that away record; 1 club had the same record at home as it did on the road; and 1 club won more games on the road than it did at home.)
But your theory, if I understand it correctly, can either be supported or refuted by looking at the results of major league games. So why not at least a cursory examination of the available data to see if your theory fits? Last edited by Le Grande Orange; 04-22-2011 at 03:24 PM. |
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#56 |
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LGO, I believe what fhomess posted above is what you were asking for earlier - and from what I can surmise it doesn't support what I proposed. His 20 year table says that home teams overall from 1991-2010 won 54% of their games, but only 52.3% of their extra inning games (minus the 9th inning data). Add that to what I posted earlier that the largest HFA numbers occur in the first three innings, and my theory does look pretty weak.
As much as I hate to admit it, it appears the HFA is either a home field familiarity issue - or a psychological one based on the common belief that home teams have the advantage, thus causing it to be true because of an added unconscious (and undocumented) effort. In summary, I have to admit I am likely incorrect. In any case, I think I would rather be the home team anyway Last edited by Henry; 04-22-2011 at 06:23 PM. |
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#57 |
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There is a psychological effect of "familiar surroundings," of playing where you practice.
Many interesting comparison studies have been done with students taking a test in the same classroom in which they learn, and students taking the same test in a different room altogether. Guess which group of students consistently score higher? |
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#58 |
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Major Leagues
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First the talent of a well ran team should be customized for the home field giving the team a built in HFA and any visiting team would have to scramble to match those skill sets.
For instance a team with a huge LF would essentially need 2 CF types to patrol the OF, whereas a team like the Red Sox would be at a disadvantage going into that park. Of course there are numerous variables involved but any front office with any talent should get guys that could outperform in the park they play 81 games in. Second the way I see the data it confirms the slight advantage the home team has from bottom of the 9th on - IMO. Those extra inning games are played by evenly matched teams or else they would no go that far all tied up. The home team consistently winning more than half of those 'sudden death' games shows that there is at least a slight advantage, at least too me. |
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#59 |
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Just to be clear, the data does not say that home field advantage disappears in extra innings. It does suggest that home field advantage is slightly lower in extra innings, and from that I conclude that batting last is not a factor in home field advantage. I don't make any other conclusions from my data about what contributes to home field advantage. I think people have hit on a number of those points: team construction, familiarity with the surrounds, potential umpire bias, psychological effects, strategic effects that may not be warranted based on who bats last, etc. It's probably a combination of all those things, and I do think that there's a HFA no matter how long the game lasts.
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#60 |
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That may explain a portion of it. But note that home field advantage exists in the minor leagues as well, and it is far less likely a club there is tailoring its roster to its park.
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