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In this paper we show that the dual Riesz transform associated with the generalized Schrödinger operatorℒ{\mathcal{L}}    is bounded fromBMO{\mathrm{BMO}}    intoBMO  ℒ{\mathrm{BMO}_{\mathcal{L}}}    and give the Fefferman–Stein-type decomposition ofBMO  ℒ{\mathrm{BMO}_{\mathcal{L}}}    functions in terms of Riesz transforms.

BMO-type estimates of Riesz transforms associated with generalized Schrödinger operators