For an Edwards-Wilkinson interface with D(t)=B^2(t), the single-point height distribution scales as t^{3/4} and its exact scaling function has exponential tails, a robust feature for general z>1.
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Exact height distribution in one-dimensional Edwards-Wilkinson interface with diffusing diffusivity
For an Edwards-Wilkinson interface with D(t)=B^2(t), the single-point height distribution scales as t^{3/4} and its exact scaling function has exponential tails, a robust feature for general z>1.