Solutions of the renormalized singular-degenerate stochastic porous media equation satisfy L1-based Besov regularity of order α and modelledness of order >1, uniformly in the regularization, for noise of regularity α−2 with α∈(2/3,1).
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A priori bounds for stochastic porous media equations via regularity structures
Solutions of the renormalized singular-degenerate stochastic porous media equation satisfy L1-based Besov regularity of order α and modelledness of order >1, uniformly in the regularization, for noise of regularity α−2 with α∈(2/3,1).