Originally posted by Steeleshocker
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SOS - What it does and doesn't tell us
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Originally posted by The Mad Hatter View PostIn spite of your injunction about premise, the only reasonable answer is to question the premise. There is simply not enough information to say. This is why RPI is an inferior tool to other statistical models (although even RPI looks at home/away which is information we aren't given here), just looking at wins and losses with no other contextual information gives mediocre ranking results. Any good evaluative system will look at also at a minimum at margin of victory in some form and preferably have an intelligent approach to more sophisticated metrics. The real key, however, is that the model and it's weighing system of these factors be set and followed precisely so that we don't do what we are doing here, which is arbitrarily picking games and instead of trusting the ranking the model gives us (with all the data that goes into it), trying to make an opinion out of a small sample size.
So my question is this: if I believe in a ranking system enough to believe that team A played a top 10 team and a 300+ team and that team B played 2 mid 100 teams, why would I doubt what the ranking system said about teams A & B? I can't reasonably claim that the ranking system knew what it was talking about in regard to the opponents, but not the teams in question. I could say the ranking system is flawed, but then I couldn't use it as a gauge of SOS.You miss 100% of the shots you don't take....
.....but, statistically speaking, you miss 99% of the shots you do take.
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Originally posted by ShockerExpress View PostThis doesn't solve the problem that everyone has, and has already mentioned. There is literally no way to tell. Sure, A is better, based off one game. KU beats Duke, WSU beats Western Kentucky and Memphis. A week into the season, and we know nothing.
I asked who you would "rank higher based on the limited information".
Of course the first question is impossible to answer.
The second question is intentionally different so that it can be answered easily.
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Originally posted by Jamar Howard 4 President View PostI did not ask who was "better with 100% certainty".
I asked who you would "rank higher based on the limited information".
Of course the first question is impossible to answer.
The second question is intentionally different so that it can be answered easily.
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Originally posted by im4wsu View PostQuestion on validity. Why is Team B playing only two games but their opponents have played 21 games each? How many games have the opponents of Team A played?
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Originally posted by Jamar Howard 4 President View PostI'm trying to start with a basic principal. Not the theory of relativity. (something complicated) This is a basic means of making a logical argument."Don't measure yourself by what you have accomplished, but by what you should accomplish with your ability."
-John Wooden
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Originally posted by The Mad Hatter View PostIn spite of your injunction about premise, the only reasonable answer is to question the premise. There is simply not enough information to say. This is why RPI is an inferior tool to other statistical models (although even RPI looks at home/away which is information we aren't given here), just looking at wins and losses with no other contextual information gives mediocre ranking results. Any good evaluative system will look at also at a minimum at margin of victory in some form and preferably have an intelligent approach to more sophisticated metrics. The real key, however, is that the model and it's weighing system of these factors be set and followed precisely so that we don't do what we are doing here, which is arbitrarily picking games and instead of trusting the ranking the model gives us (with all the data that goes into it), trying to make an opinion out of a small sample size.
So my question is this: if I believe in a ranking system enough to believe that team A played a top 10 team and a 300+ team and that team B played 2 mid 100 teams, why would I doubt what the ranking system said about teams A & B? I can't reasonably claim that the ranking system knew what it was talking about in regard to the opponents, but not the teams in question. I could say the ranking system is flawed, but then I couldn't use it as a gauge of SOS.
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Originally posted by Jatrain View PostThis isn't really working out how you wanted it to so how about just moving on to whatever point you are trying to make?
This should be very simple. I'm spending time responding to everyone because they need to be reeled back in. So many people jumping to conclusions. So few people taking the time to show basic reading comprehension skills.
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Originally posted by Cdizzle View PostYou introduced RPI, or some facsimile in your original post.
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Originally posted by ShockerExpress View PostThe second is hardly easy to answer. I think that everyone that has replied in this thread has agreed, it is not easy at all.
"Team B appears better based on that little snippet of info that I was given."
"Both appear equal based on that little snippet of info that I was given."
Choose one of those answers. That is not hard.
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JH4P, you act like a rookie on this forum. You are spending a painful amount of time trying to "reel" people in, because it's difficult to take this example serious enough without more information. Instead of trying to herd all the cats, how about progressing to the next level before you lose the entire asylum.
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Originally posted by Jamar Howard 4 President View PostIf there were 2 or 3 stragglers, you would have a point SHOXMVC. However, it appears that 90% of the responders so far still can't even grasp the basic initial point. Moving on wouldn't accomplish anything.
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