We consider the possible disentanglements of holomorphic map germs f: (ℂn, 0) → (ℂN, 0), 0 < n < N, with nonisolated locus of instability Inst (f). The aim is to achieve lower bounds for their (homological) connectivity in terms of dim Inst (f). Our methods apply in the case of corank 1.

中文翻译：

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解缠结的加藤-松本型结果

我们考虑全纯地图细菌的可能解开F: (ℂn, 0) → (ℂñ, 0), 0 <n<ñ, 具有非孤立的不稳定轨迹 Inst (F）。目的是在昏暗 Inst (F）。我们的方法适用于 corank 1 的情况。