The thread on the Fargo Ratings made me do some thinking on comparing players from different areas. The problem, as I see it, with most of the rating systems based on results is the difficulty of comparing the ratings on results against completely different opponents.
We use scoring average in our VNEA league to calculate handicaps and that works OK since everybody is facing the same players. The problem with ratings comes up when large tournaments are held with players from many charters like the provincial championships.
A player who has an 8.00 average in the top league in Toronto is a much better player than the player with a 9.00 average in the mixed league in the small city where I live. I read the same thing in the U.S. as far as the APA where people say that an APA 7 in NY is usually superior to an APA 7 from a more rural area.
I started to think about a possible way to rate players where the opponent would be irrelevant. Total ERO's (running the table on your first visit with 15 balls on the table) would be one way but the data set would be pretty small in a lot of leagues where the best players only get 1 ERO per ten games played and the majority of the players get 0,1 or 2 for the whole season.
The idea I came up with last night was to count the number of balls made per ERO attempt (an ERO would be eight, missing the eight ball for your ERO would be 7, etc.). I was thinking that you would only count the attempts where at least 4 balls were made so the minimum possible score would be 4.0 and the top possible score would be 8.0. I would eliminate the attempts under 4 as there are situations where you might want to just get control of one set of balls and then play safe or you might not have a possible shot after the break and these situations would skew the results to the low side.
The league organizer would still have some leeway to rate players higher than their number in some situations. I'm thinking about a situation where all but one of the top ten players in a league had a number over 6 except for say the third place player who was at 4.5. Obviously something about his/her style of play would be making the number lower than the actual skill level (maybe he/she likes to sink four balls and then play safe in a high percentage of games).
Anyway, I just thought of this last night and would just like to hear any opinions and maybe spark some discussion. The stats would have to be kept for a league or tournament for a while to get a big enough dataset to see if a handicap system or a player rating system could be devised from this.
We use scoring average in our VNEA league to calculate handicaps and that works OK since everybody is facing the same players. The problem with ratings comes up when large tournaments are held with players from many charters like the provincial championships.
A player who has an 8.00 average in the top league in Toronto is a much better player than the player with a 9.00 average in the mixed league in the small city where I live. I read the same thing in the U.S. as far as the APA where people say that an APA 7 in NY is usually superior to an APA 7 from a more rural area.
I started to think about a possible way to rate players where the opponent would be irrelevant. Total ERO's (running the table on your first visit with 15 balls on the table) would be one way but the data set would be pretty small in a lot of leagues where the best players only get 1 ERO per ten games played and the majority of the players get 0,1 or 2 for the whole season.
The idea I came up with last night was to count the number of balls made per ERO attempt (an ERO would be eight, missing the eight ball for your ERO would be 7, etc.). I was thinking that you would only count the attempts where at least 4 balls were made so the minimum possible score would be 4.0 and the top possible score would be 8.0. I would eliminate the attempts under 4 as there are situations where you might want to just get control of one set of balls and then play safe or you might not have a possible shot after the break and these situations would skew the results to the low side.
The league organizer would still have some leeway to rate players higher than their number in some situations. I'm thinking about a situation where all but one of the top ten players in a league had a number over 6 except for say the third place player who was at 4.5. Obviously something about his/her style of play would be making the number lower than the actual skill level (maybe he/she likes to sink four balls and then play safe in a high percentage of games).
Anyway, I just thought of this last night and would just like to hear any opinions and maybe spark some discussion. The stats would have to be kept for a league or tournament for a while to get a big enough dataset to see if a handicap system or a player rating system could be devised from this.
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