Semi periodic maps on complex manifolds

In this letter we proved this theorem: \emph{if $F$ be a holomorphic mapping of $T_Ω$ to a mapping manifold $X$ such that for every compact subset $K\subset Ω$ the mapping $F$ is uniformly continues on $T_{K}$ and $F(T_{K})$ is a relatively compact subset of $X$. If the restriction of $F(z)$ to some hyperplane $\mathbb{R}^{m}+iy'$ is semi periodic, then $F(z)$ is an semi mapping of $T_Ω$ to $X$.}

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