A class of growth models rescaling to KPZ
classification
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math.APmath.MPmath.PR
keywords
modelsclassgrowthasymmetricconsidercontinuousconvergedimensional
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We consider a large class of $1+1$-dimensional continuous interface growth models and we show that, in both the weakly asymmetric and the intermediate disorder regimes, these models converge to Hopf-Cole solutions to the KPZ equation.
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