> > About Goldhaber et al.'s paper, I would like to add: > > > > When the 53 SNe data are globally analysed, one gets > > w = -0.002 z + 1.24, with a correlation coefficient -0.002 > > Huh? Make up your mind. Is the number -0.002 the slope of the > line in the w-z-diagram, or is it the correlation coefficient? > It is the slope, and by mere chance, also the correlation coefficient. If you statistically analysed the 53 data, you would get the same result. > Or don't you understand the difference between those two quantities? > > And: where did you get these numbers from? I don't find them in > the article. They are indeed not in the article. This makes me think of a book entitled: "How to lie with statistics". |
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Fumble Index | Original post & context: 86996cba.0408180313.79cc051a@posting.google.com |