The paper presents a general theorem on fibers of singular sets: Let D1 be a connected σ-compact Josefson manifold and let D2 be a σ-compact complex manifold. Let Ω⊂D1×D2 be a domain and let Ω⊂M be a singular set with respect to the family Ƒ⊂
The aim of this paper is to generalize the Chirka-Sadullaev theorem, fundamental in the theory of extension of separately holomorphic functions with singularities, to the case of a s-compact Josefson manifold.
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