Currents of residual type associated with a complete intersection (Q972470)

Residue currents \(\text{Res}_f\) related with the ideal \((f_1, \dots, f_p)\) on a complex variety are of constant interest. In a previous paper [Complex Var. Elliptic Equ. 51, No.~7, 633--644 (2006; Zbl 1120.32005)], the author studied the case of currents associated with some particular complete intersections in \({\mathbb C}^2\). In this paper, he develops a new approach which generalizes his previous results. The proposed construction is of some elementary form preserving the properties of other known descriptions. The paper is full of very interesting calculations which inspire different concrete observations.