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# Regularization of closed positive currents and Intersection Theory

@inproceedings{Demailly1992RegularizationOC, title={Regularization of closed positive currents and Intersection Theory}, author={Jean-Pierre Demailly}, year={1992} }

- Published 1992

— LetX be a compact complex manifold and let T be a closed positive current of bidegree (1, 1) on X . It is shown that T is the weak limit of a sequence (Tk) of smooth closed real (1, 1)-currents with small negative part. The negative part of the Tk ’s can be bounded in terms of the Lelong numbers of T , once a lower bound for the curvature of the tangent bundle TX is known. Moreover, Kiselman’s procedure for killing Lelong numbers of a plurisubharmonic function is extended to manifolds by an… CONTINUE READING

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