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Szűcs proved [Bull. London Math. Soc. 32 (2000) 364-374] that the r–tuple-point
manifold of a generic immersion is cobordant to the Σ1r−1–point manifold
of its generic projection. Here we extend this by showing that the natural
mappings of these manifolds are bordant to each other. The main novelty of
our approach is that we construct an explicit geometric realization of the
bordism.
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