@mikepage
1) When you have a "tournament specific" or "time period specific" rating for a player, do you assume all of their opponent's ratings are static throughout that calculation, and only the player in question has the rating change? Or, something else? Does Digital Pool do it the same way when looking at a Tournament Specific Performance?
2) Sometimes you will take the fargorate average of a group of players, and compare it to a single player. Such as your quote here:
Here is her record against world-top-100 types. These opponents average around 810, so winning a third of the games is about what is expected of a 710. That's about where she's at here, winning 54 games and losing 105 [specific performance rating of 717 for these 159 games].
Can an average actually work in this case, because the scale is logarithmic? I've been confused about that. Does it only work because it's a large population of players? For contrast, if I'm trying to match up a 2 vs 2 partners game, my thinking is we can't simply take the avg of each pair and then put the difference in the odds calculator. Or, if I'm playing me single vs a partner's pair, their average can't be compared to me as a single. Would you expand on these thoughts and let us know the correct math in these scenerios?
Thanks.
1) When you have a "tournament specific" or "time period specific" rating for a player, do you assume all of their opponent's ratings are static throughout that calculation, and only the player in question has the rating change? Or, something else? Does Digital Pool do it the same way when looking at a Tournament Specific Performance?
2) Sometimes you will take the fargorate average of a group of players, and compare it to a single player. Such as your quote here:
Here is her record against world-top-100 types. These opponents average around 810, so winning a third of the games is about what is expected of a 710. That's about where she's at here, winning 54 games and losing 105 [specific performance rating of 717 for these 159 games].
Can an average actually work in this case, because the scale is logarithmic? I've been confused about that. Does it only work because it's a large population of players? For contrast, if I'm trying to match up a 2 vs 2 partners game, my thinking is we can't simply take the avg of each pair and then put the difference in the odds calculator. Or, if I'm playing me single vs a partner's pair, their average can't be compared to me as a single. Would you expand on these thoughts and let us know the correct math in these scenerios?
Thanks.