WingCmdr Ginkapo wrote:Dukasaur wrote:WingCmdr Ginkapo wrote:Dukasaur wrote:the vertical axis needs to be defined so that you can use it to judge how strong the correlation is.
Correlation strength is not affected by the magnitude of the scale.
Of course it is. If the scale of something is from -1 to 1, then huge loopy sine waves definitely mean something significant. If the scale runs from 98 parts per million of something to 99 parts per million, then those same scary-looking sine wave loops are nothing but signal noise.
The three vertical axis' dont go below zero (assuming kelvin for temperature).
Ok first, you don't know that. It is listed as "fluctuation of temperature" so it very well could be a measure of difference from some long-term average, in which case the temperature graph likely would go below zero. Second, that's not the point he was making. The argument is that we don't know the size of those variations relative to the actual temperature from this graph, so he is correct in saying that we can't judge the strength of the correlation. Third, this discussion could have been avoided if the graph actually had axes, which is the real point.
(If you click through to the source of that image, it should be rather clear why we might not expect too much rigor.)









