Survival probability decays as C t^{-α_min} / (ln t)^ν where α_min is the smallest value of the space-dependent order α(x) and ν depends on the minimum's location and shape.
Zinn-Justin,Phase transitions and renormalization group(Oxford University Press, 2007)
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The three-dimensional critical Ising model exhibits a single percolation transition for geometric spin clusters, in contrast to two transitions in two dimensions, and an embedded 2D layer shows a new universality class with measured exponents y_p = 0.426(6), d_f = 1.8926(20), d_hull = 1.663(4), and
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First Passage Times for Variable-Order Time-Fractional Diffusion
Survival probability decays as C t^{-α_min} / (ln t)^ν where α_min is the smallest value of the space-dependent order α(x) and ν depends on the minimum's location and shape.
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Percolation in the three-dimensional Ising model
The three-dimensional critical Ising model exhibits a single percolation transition for geometric spin clusters, in contrast to two transitions in two dimensions, and an embedded 2D layer shows a new universality class with measured exponents y_p = 0.426(6), d_f = 1.8926(20), d_hull = 1.663(4), and