We define local fibration structures for real map germs with strictly positive dimensional
discriminant: a local fibration structure over the complement of the discriminant, and a …

Harmonic morphisms and their Milnor fibrations | Annali di Matematica Pura ed Applicata (1923
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Convenient mixed functions with strongly non-degenerate Newton boundaries have a Milnor
fibration ([9]), as the isolatedness of the singularity follows from the convenience. In this …

arXiv:2310.07340v1 [math.AG] 11 Oct 2023 Page 1 arXiv:2310.07340v1 [math.AG] 11 Oct
2023 TAME DEFORMATIONS OF HIGHLY SINGULAR FUNCTION GERMS CEZAR JOIŢA …

In this work we present the most recent developments in the direction of local fibrations
structures of analytic singularities. Using techniques and tools from stratification theory we …

New Classes of Mixed Functions Without Thom Regularity | SpringerLink Skip to main content
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We use the topology of configuration spaces to give a characterization of Neuwirth–Stallings
pairs (S5, K) with dim K= 2. As a consequence, we construct polynomial map germs (R6 …

For a map germ G with target or with p\geqslant 2 p⩾ 2, we address two phenomena which
do not occur when p= 1 p= 1: the image of G may be not well-defined as a set germ, and a …

We consider a mixed function of type H (z, z)= f (z) g (z) H (z, z¯)= f (z) g¯(z) where f and g
are convenient holomorphic functions which have isolated critical points at the origin, and …

In this article we review the classical results about the existence of fibered structures for real
and complex singularities in the local setting, commonly known in the literature as Milnor's …