2026-07-072026-07-07http://salesiana.dossiersoluciones.com/handle/123456789/104858Let $f$ be a $r\times m$-matrix of holomorphic functions that is generically surjective. We provide explicit integral representation of holomorphic $ψ$ such that $ϕ=fψ$, provided that $ϕ$ is holomorphic and annihilates a certain residue current with support on the set where $f$ is not surjective. We also consider formulas for interpolation. As applications we obtain generalizations of various results previously known for the case $r=1$.Complex Variables32 A 26; 32 A 27Integral representation with weights II, division and interpolationtext