Extension properties of

meromorphic mappings with values in non-Kähler complex manifolds By S. Ivashkovich* 0.1. Statement of the main result. Denote by ∆(r) the disk of radius r in C, ∆: = ∆(1), and for 0 < r < 1 denote by A(r,1): = ∆\∆̄(r) an annulus in C. Let ∆n(r) denote the polydisk of radius r in Cn and ∆n: = ∆n(1). Let X be a compact complex manifold and consider a meromorphic mapping f from th