2014 Off Topic Thread
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I like Leo ok, I wouldn't say I'm a huge fan of his acting or anything. I don't see a movie just because he is in it, but I have seen almost all his movies. He does a pretty good job, and he generally shuts the fuck up outside of his movies which helps me see him as a character more I think (as opposed to someone like Sean Penn, who I think used to be a good actor, but his terrible real life personality ruins anything I see with him in it now). I think more than anything, he picks good movies. He has been in a ton of good stuff. Inception and The Departed are both super awesome flicks IMO. I think I saw the Aviator, but it didn't really stay with me, probably because I don't really like Biopics that much.2012: +19.33
2012 Parlay project: +16.5uComment
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svino, could I get some non-gambling related math help?
I don't know how to express the question in the right terms, sorry. Here is the issue: There are 5 disability judges, each grants benefits between 45% and 55% or the time. There are 600 cases. If three lawyers each handled 200 cases and had individual approval rates of 54%, 56%, and 61%-- would that indicate something that is normal variance (just chance) or is there some indication of an advantage (ie one lawyer is "better" than the others)?
I know I can't ask the question right. Sorry.
If it is a lot of work just tell me to fuck off.2012: +19.33
2012 Parlay project: +16.5uComment
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svino, could I get some non-gambling related math help?
I don't know how to express the question in the right terms, sorry. Here is the issue: There are 5 disability judges, each grants benefits between 45% and 55% or the time. There are 600 cases. If three lawyers each handled 200 cases and had individual approval rates of 54%, 56%, and 61%-- would that indicate something that is normal variance (just chance) or is there some indication of an advantage (ie one lawyer is "better" than the others)?
I know I can't ask the question right. Sorry.
If it is a lot of work just tell me to fuck off.Comment
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well I do have that information, just didn't want to post it all unless it was needed. Assume that the judges are 45%, 47%, 50%, 52%, and 55%. Further assume each lawyer has the same number of cases with each judge (so at 200 cases a piece, each lawyer has 40 cases with each judge).2012: +19.33
2012 Parlay project: +16.5uComment
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2013: +8.24u(increased unit size on 5/19)
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2012: +20.311uComment
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svino, could I get some non-gambling related math help?
I don't know how to express the question in the right terms, sorry. Here is the issue: There are 5 disability judges, each grants benefits between 45% and 55% or the time. There are 600 cases. If three lawyers each handled 200 cases and had individual approval rates of 54%, 56%, and 61%-- would that indicate something that is normal variance (just chance) or is there some indication of an advantage (ie one lawyer is "better" than the others)?
I know I can't ask the question right. Sorry.
If it is a lot of work just tell me to fuck off.
given that:
1) You asked asked about the lawyers and not the judges
2) The judges are fairly clustered; 45-55 is not a huge range
3) You said each lawyer had the same number of cases with each judge
We can basically ignore the judges part of the whole thing, and reduce the problem to the lawyer percentage alone, or something like:
We have three coins of unknown weighting; we flip each 200 times, and they end up heads 54, 56, and 61 percent of the time respectively. What can we say about the weighting of the coins?
The most relevant thing I can tell you is that the margin of error (with 95% probability) for a sample size of 200 is given by "0.95 / sqrt(200)", or about 7%, which just happens to be exactly the span between the two extremes.
(So we're 95% certain that the true weighting of the first coin is between 47 and 61 percent, and we're independently 95% certain that the true weighting of the last coin is between 54 and 68 percent.) So it's fairly likely that the last coin/lawyer is actually better than the first one, harder to have a strong opinion between the first two.Comment
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It's hard to say. Here's the quick version:
given that:
1) You asked asked about the lawyers and not the judges
2) The judges are fairly clustered; 45-55 is not a huge range
3) You said each lawyer had the same number of cases with each judge
We can basically ignore the judges part of the whole thing, and reduce the problem to the lawyer percentage alone, or something like:
We have three coins of unknown weighting; we flip each 200 times, and they end up heads 54, 56, and 61 percent of the time respectively. What can we say about the weighting of the coins?
The most relevant thing I can tell you is that the margin of error (with 95% probability) for a sample size of 200 is given by "0.95 / sqrt(200)", or about 7%, which just happens to be exactly the span between the two extremes.
(So we're 95% certain that the true weighting of the first coin is between 47 and 61 percent, and we're independently 95% certain that the true weighting of the last coin is between 54 and 68 percent.) So it's fairly likely that the last coin/lawyer is actually better than the first one, harder to have a strong opinion between the first two.
Doing so, it is possible that the lawyer with the lowest cases won overall might have better odds to win a case (as opposed to the other 2 lawyers with beter overall stats) if it's in front 1 of the 2 judge in particular.
It is possible that there is no correlation whatsowever in the stats mentionned earlier about the judge to judge stats, but it might be interested to take a look at it from my point of view.Comment
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Thanks a ton. That actually helps a lot.
trotterz, you of course right, but it is more depth than I want to go into right now, that's why I asked to assume the same number of cases for each judge. The reality is slightly more complicated, but I can figure it out from here...
Thanks again guys, youre the best... I am really jealous of people that can do math. It makes me mad, because I feel like I should be able to do something like that and after you express the problem appropriately, the answer becomes clear to me. But I just can't order my thoughts in mathematically, even though I often imagine I am an expert logician (I even taught formal logic classes at a University). I realize how limited I am in this way when the problem is expressed correctly and see how obvious it should have been to me.2012: +19.33
2012 Parlay project: +16.5uComment
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