Show for the example of page 135 in Juslin et al. (2003) that their similarity matches a specific Minkowski metric, where p = r = 1, lambda = log(10), and weights don't exist.
If weights exist, use unit weighting and use lambda = n log(10), this should yield the same result (e.g., for four dimensions, wi = .25 and lambda = 4 log).
Show for the example of page 135 in Juslin et al. (2003) that their similarity matches a specific Minkowski metric, where p = r = 1, lambda = log(10), and weights don't exist.
If weights exist, use unit weighting and use lambda = n log(10), this should yield the same result (e.g., for four dimensions, wi = .25 and lambda = 4 log).
Do results match?