| | :::[[User:AugustO|AugustO]] 11:30, 20 June 2011 (EDT) | | :::[[User:AugustO|AugustO]] 11:30, 20 June 2011 (EDT) |
| | ::::You both raise valid points, which hopefully will be answered soon. Andy and August both mention that the x^2 curve isn't a perfect fit - it certainly isn't, and I'm pretty sure a 2^x curve with appropriate constants will fit better; I'm planning to do that tonight. August mentions different ways of representing the data - I'll happily produce a histogram of the data if that'd be interesting, but the reason for plotting it as I have is to produce a curve that I can use for my more grandiose scheme, of which more later. My background is not so much in statistics - although I've done a fair bit of that - but in purer maths, so my thinking is mostly based around the relationships between smooth(-ish) functions. That may not be the best way to deal with these data qua data, but to extract patterns for further, more abstract work, it's ideal. [[User:Jcw|Jcw]] 12:43, 20 June 2011 (EDT) | | ::::You both raise valid points, which hopefully will be answered soon. Andy and August both mention that the x^2 curve isn't a perfect fit - it certainly isn't, and I'm pretty sure a 2^x curve with appropriate constants will fit better; I'm planning to do that tonight. August mentions different ways of representing the data - I'll happily produce a histogram of the data if that'd be interesting, but the reason for plotting it as I have is to produce a curve that I can use for my more grandiose scheme, of which more later. My background is not so much in statistics - although I've done a fair bit of that - but in purer maths, so my thinking is mostly based around the relationships between smooth(-ish) functions. That may not be the best way to deal with these data qua data, but to extract patterns for further, more abstract work, it's ideal. [[User:Jcw|Jcw]] 12:43, 20 June 2011 (EDT) |