groverblue
Member
- Joined
- Nov 27, 2007
- Messages
- 651
I've gone through how horrible the polling is
http://www.ronpaulforums.com/showth...etime-Republican-Debate&p=6065620#post6065620
Near the low (or the high) end of the polling range, the error bars get a little funky. So if you're at 4%, instead of having a standard error of +/- 2%, you will have lopsided error bars. So for example, +2% -1%. This is because the "standard error" is based on the width of a gaussian distribution. This gaussian is an approximation of a probability distribution near the middle of the range of a large data set. If you get near the edge of that range, the gaussian "bell curve" is no longer a good approximation, instead it's better to use something known as a "Poisson distribution".
In this image, you can see the Poissan distribution (lamda = 1) slowly morphing into the Gaussian bell curve (lamda = 9) as the median of the curve moves away from the edge of the range.
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A poisson distribution is lopsided, and therefore should have nonsymmetrical error bars around the median
I didn't understand any of that. haha. Please explain.
