Multifractal analysis quantifies how the local scaling exponent α = log(μ_i)/log(ε) varies across a measure.
The singularity spectrum f(α) = dim_H{x : α(x)=α} is obtained via Legendre transform of τ(q).
D_0 = Hausdorff dimension, D_1 = information dimension, D_2 = correlation dimension.
Drag the q slider to highlight which part of the spectrum is probed at each moment order.