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🆕 Date Issued:
2009
🗄 In DepositOnce:2018-10-01
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Constructing simplicial branched covers

Witte, Nikolaus

Izmestiev and Joswig described how to obtain a simplicial covering space (the partial unfolding) of a given simplicial complex, thus obtaining a simplicial branched cover [Adv. Geom. 3:191–255, 2003]. We present a large class of branched covers which can be constructed via the partial unfolding. In particular, for d ≤ 4 every closed oriented PL d-manifold is the partial unfolding of some polytopal d-sphere.
Geometric topologyconstruction of combinatorial manifoldsbranched covers
Published in: Advances in Geometry, 10.1515/ADVGEOM.2009.022, De Gruyter
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