Dimensions of fractals: boxing count, hausdorff, packing in R^n space
问题 I would like to calculate dimensions of fractal written as a n-dimensional array of 0s and 1s. It includes boxing count, hausdorff and packing dimension. I have only idea how to code boxing count dimensions (just counting 1's in n-dimensional matrix and then use this formula: boxing_count=-log(v)/log(n); where n-number of 1's and n-space dimension (R^n) This approach simulate counting minimal resolution boxes 1 x 1 x ... x 1 so numerical it is like limit eps->0 . What do you think about this