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College Baseball ELO Chess Rankings - 3-20-19
Posted on 3/20/19 at 9:49 am
Posted on 3/20/19 at 9:49 am
Warren Nolan - ELOchess Rankings
1. Auburn (19-2)
2. Mississippi State (19-2)
5. Arkansas (18-2)
7. Georgia (19-2)
12. Florida (16-7)
16. LSU (15-5)
17. Texas A&M (18-5)
18. Vanderbilt (16-5)
24. Ole Miss (15-6)
29. Tennessee (18-4)
42. Alabama (18-4)
43. South Carolina (15-6)
49. Kentucky (14-7)
64. Missouri (12-8)
1. Auburn (19-2)
2. Mississippi State (19-2)
5. Arkansas (18-2)
7. Georgia (19-2)
12. Florida (16-7)
16. LSU (15-5)
17. Texas A&M (18-5)
18. Vanderbilt (16-5)
24. Ole Miss (15-6)
29. Tennessee (18-4)
42. Alabama (18-4)
43. South Carolina (15-6)
49. Kentucky (14-7)
64. Missouri (12-8)
Posted on 3/20/19 at 9:49 am to SummerOfGeorge
quote:
1. Auburn (19-2)
Taking over everything!
Posted on 3/20/19 at 9:51 am to SummerOfGeorge
quote:
29. Tennessee
but muh rpi
Posted on 3/20/19 at 9:52 am to SummerOfGeorge
Me in every SoG thread
Posted on 3/20/19 at 9:54 am to MsGarrison
So excited for our series this weekend!
Posted on 3/20/19 at 10:36 am to m45auburn
Awesome! However, I have a feeling based on what I'm seeing so far that there will be a few other "1 versus 2" match ups in the SEC this year, and every time it will probably be two different teams than the one before.
Posted on 3/20/19 at 11:06 am to Fatboy22
quote:
What is ELO chess?
quote:
The Elo system was originally invented as an improved chess rating system over the previously used Harkness system, but is also used as a rating system for multiplayer competition in a number of video games,[1] association football, American football, basketball,[2] Major League Baseball, table tennis, Scrabble, board games such as Diplomacy and other games.
The difference in the ratings between two players serves as a predictor of the outcome of a match. Two players with equal ratings who play against each other are expected to score an equal number of wins. A player whose rating is 100 points greater than their opponent's is expected to score 64%; if the difference is 200 points, then the expected score for the stronger player is 76%.
A player's Elo rating is represented by a number which increases or decreases depending on the outcome of games between rated players. After every game, the winning player takes points from the losing one. The difference between the ratings of the winner and loser determines the total number of points gained or lost after a game. In a series of games between a high-rated player and a low-rated player, the high-rated player is expected to score more wins. If the high-rated player wins, then only a few rating points will be taken from the low-rated player. However, if the lower-rated player scores an upset win, many rating points will be transferred. The lower-rated player will also gain a few points from the higher rated player in the event of a draw. This means that this rating system is self-correcting. Players whose ratings are too low should, in the long run, do better than the rating system predicts and thus gain rating points until the ratings reflect their true playing strength.
It's not a great system for a sport with limited games where there isn't a ton of team a vs team b vs team c data (college football as a prime example), but it's very good for sports and leagues where there are a lot of games and a lot of intersection (college baseball, college basketball to an extent).
This post was edited on 3/20/19 at 11:09 am
Posted on 3/20/19 at 11:59 am to SummerOfGeorge
quote:
ELO Chess Rankings
quote:
1. Auburn (19-2)
Chess school confirmed
Posted on 3/20/19 at 2:10 pm to SummerOfGeorge
It really is a great way to look at baseball with so many games.
Auburn and Mississippi State are 1-2 and play this weekend. The ELO rating says that they would have to play about 1100 times before one team would have a one game advantage.
Auburn would have a favorable chance of winning 2 of 3 from Miami, who is #26. The Top 25 would have to have more than 3 games played to determine a statistical favorite.
Auburn and Mississippi State are 1-2 and play this weekend. The ELO rating says that they would have to play about 1100 times before one team would have a one game advantage.
Auburn would have a favorable chance of winning 2 of 3 from Miami, who is #26. The Top 25 would have to have more than 3 games played to determine a statistical favorite.
Posted on 3/20/19 at 4:43 pm to SummerOfGeorge
Such a solid website. I wish he wouldn't have taken down his softball coverage.
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