Kato-matsumoto-type results for disentanglements
Abstract
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) connectiv- ity in terms of dimInst(f). Our methods apply in the case of corank 1.
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