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Low stages of the Taylor tower for r-immersions
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math.AT
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r-immersionstowertaylorassociatedbeginningcalculusconnectivitiesdescribe
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We study the beginning of the Taylor tower, supplied by manifold calculus of functors, for the space of r-immersions, which are immersions without r-fold self-intersections. We describe the first r layers of the tower and discuss the connectivities of the associated maps. We also prove several results about r-immersions that are of independent interest.
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