Table 1: Overview of the parameter choices of the investigated methods.

Name		 $n_{\rm max}^h$a $\tilde\beta_f$b $\tilde{n}_{\rm max}^f$c
F ULL $\geq$ $n_{\rm max}^g + \bar{n}_{\rm max}^f$ $\sqrt{\beta_h^2 - \beta_g^2}$ $\bar{n}_{\rm max}^f$
S IGNIFIC $\geq$ $n_{\rm max}^g$ $\sqrt{\beta_h^2 - \beta_g^2}$ $\bar{n}_{\rm max}^f$
S AME $n_{\rm max}^g$ $\sqrt{\beta_h^2 - \beta_g^2}$ $n_{\rm max}^g$
C ONSTS CALE $n_{\rm max}^g$ $\beta_h$ $n_{\rm max}^g$
N MAX2 2 $\sqrt{\beta_h^2 - \beta_g^2}$ 2
a Order of the decomposed object;
b estimate on the intrinsic scale of f;
c estimate on the intrinsic order of f.


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