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math.GT2021
A short proof of the Patak-Tancer theorem on non-embeddability of -complexes in -manifolds
E. Kogan, A. Skopenkov
In 2019 P. Patak and M. Tancer obtained the following higher-dimensional generalization of the Heawood inequality on embeddings of graphs into surfaces. We present a short well-str…
math.GT2021★ 6 cited
On the Browder-Levine-Novikov embedding theorems
M. Cencelj, D. Repovš, A. Skopenkov
In this survey we present applications of the ideas of complement and neighborhood in the theory embeddings of manifolds into Euclidean space (in codimension at least three). We de…