If the other factors are predictive then of course including the other factors will help. Your ratings would only be improved if you also had information for number of innings per game, number of balls made, number of safeties, number of missed shots, number of break & runs, and other objective inputs that reflect on a player's ability.
Wins and losses in pool games do not happen in a vacuum. They are made up of component parts like shotmaking ability, safety play, breaking skill, mental toughness, etc. If there were good ways to quantify and compile that data, it could go into a model that would be more predictive than simple win/loss. This seems self evident.How so? If you already know a certain bent coin comes up heads 53.2% of the time, how does a measure of the exact curvature or the shape of the engraving or the wear & tear on the coin help you in predicting the next flip?
So when we say I am 100 points above Rob and have a 2/3 chance of winning an individual game against him, it would be wrong to say this doesn't consider how we bank or cut balls or jump or kick or our ability to run out or play safe. It absolutely considers all of these things in the right relative mix.
Wins and losses in pool games do not happen in a vacuum. They are made up of component parts like shotmaking ability, safety play, breaking skill, mental toughness, etc. If there were good ways to quantify and compile that data, it could go into a model that would be more predictive than simple win/loss. This seems self evident.
By contrast coin flips have no component parts. It is random chance. If wear and tear on the coin had an impact on the results, then obviously you would want to include that in any model or rating that predicts the result.
Does anyone really think the APA ratings would be BETTER than they are now if they threw out all the inning data?
Unless all those 300 matches were all played last month how does this factor in?
Your stats are the same but Rob has won the last 5, 10, 25 matches against you? So your stats may say you are 2/3 chance of winning against him and I would say based on the most recent performance you have about a 3% chance, if that, of winning against him.
Does anyone really think the APA ratings would be BETTER than they are now if they threw out all the inning data?
3% ?? I must be drunk AND Rob just killed my dog...
Seriously, though, this is a separate issue. FargoRate does weigh recent games more heavily. For this argument, I should have said 300 recent games...
Wins and losses in pool games do not happen in a vacuum. They are made up of component parts like shotmaking ability, safety play, breaking skill, mental toughness, etc. If there were good ways to quantify and compile that data, it could go into a model that would be more predictive than simple win/loss. This seems self evident.
By contrast coin flips have no component parts. It is random chance. If wear and tear on the coin had an impact on the results, then obviously you would want to include that in any model or rating that predicts the result.
That doesn't mean it couldn't be better if other data sources were incorporated.
Does anyone really think the APA ratings would be BETTER than they are now if they threw out all the inning data?
But if you actually flipped the coin 10000 times under the circumstances you are interested in and found it cane heads 5322 times, you are justified to throw out your complex model and answer 53.2% heads.
8 on the break is another thing. It happens so infrequently and is luck. Yes I call it luck when you try it every time but only do it maybe once every 10-25 breaks.
3FargoRate does weigh recent games more heavily.
Innings can be very misleading in that, a 3 may work very hard to make 3 balls in a row, and against another 3, a four or five inning game is the way they play. However, if the table is slightly cluttered, and a 6 does not break anything out, and waits for the opponent to move balls until the table is open, he can take five innings for the game, but make 7 balls in a row at the end to win it. On paper, the 3 and the 6 look the same because it took 5 innings, but in watching the match, they are a world apart.
It can only be considered luck if it happens with equal frequency for everybody. If you do it 1 in 10, and I do it 1 in 100, you should have a significantly higher rating than me (9%), all else being equal.
Thank you kindly.
Not true if you are speaking of APA, which I believe is the only league that tracks innings. If defensive shoots are being recorded as they should be for every time that 6 shoots and does not intend to make a ball that inning is a wash with the def being marked. That would be true if the 6 went 2 innings or 25 innings before making the run out.
How is this done? Do old games age (for lack of a better term)? Do they expire? Or do only the most recent games count, regardless of how old they are? Do different player's games age at different rates based on how often they play?
Thank you kindly.
Bcapl 8 ball is a point based game...
The computer program must have something like a red flag stat. I've seen a 3 player with an average record win a match in 3 innings. An 8 ball on the break and an easy run out with balls spread near pockets. The next week he went to a 4. I told the league operator to look into it and 2 weeks later he was back to a 3 and has been ever since. I think when the computer sees something unusual it automatically kicks the player up.