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A supplement to the Iomdin-Lê theorem for singularities with one-dimensional singular locus

Mihai Tibăr — 1996

Banach Center Publications

To a germ f : ( n , 0 ) ( , 0 ) with one-dimensional singular locus one associates series of isolated singularities f N : = f + l N , where l is a general linear function and N . We prove an attaching result of Iomdin-Lê type which compares the homotopy types of the Milnor fibres of f N and f. This is a refinement of the Iomdin-Lê theorem in the general setting of a singular underlying space.

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