2
$\begingroup$

I have a general question about multifractal analysis:

Suppose that I have two figures, that are multifractals. The question is, how I can compare how similar they are to each other? Can I do it by taking into consideration, that according to the Rényi Dimension, when $q=0$, this corresponds to the box square dimension? Or should I take $q=1$, that is the information dimension or $q=2$, that is the correlation dimension?

Thanks

  • 0
    You have in principle a full spectrum of dimensions, not just for integer values. So you should compare the two spectra in a way. But I'm not sure what the best measure of comparison would be.2011-11-18

0 Answers 0