A REMARK ON REGULAR TRANSFORMS OF POSITIVE CLOSED (1,1)-CURRENTS

초록

In this note, we prove that every regular transform of a positive closed (1, 1)-current on a compact Ka<spacing diaeresis>hler manifold admits Lipschitz quasi-potentials. As an application, we obtain some regularity properties of the Dinh-Sibony approximation of positive closed currents in the case of bidegree (1, 1).

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