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This work establishes the existence and regularity of random pullbackattractors for parabolic partial differential equations with rough nonlinearmultiplicative noise under natural assumptions on the coefficients. To thisaim, we combine tools from rough path theory and random dynamical systems.~Anapplication is given by partial differential equations with rough boundarynoise, for which flow transformations are not available.

Existence and regularity of random attractors for stochastic evolution equations driven by rough noise