Abstract
For solutions of a certain class of SPDEs in divergence form we present some estimates of their \(L_{p}\)-norms and the \(L_{p}\)-norms of their first-order derivatives. The main novelty is that the low-order coefficients are supposed to belong to certain Morrey classes instead of \(L_{p}\)-spaces. Our results are new even if there are no stochastic terms in the equation.
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