- #1

- 61

- 0

I use the continuous multifractal (method of moments) technique to derive for a range of

*q*

[tex]\tau , \alpha , f(\alpha ) [/tex]

However I find that [tex]f(\alpha ) = \alpha[/tex] for every value

*q*being examined. Therefore there is strictly no hyperbola for the f(a) curve and the data is therefore can't be multifractal. Right?

Thanks in advance