Combinatorial description around any vertex of a cubical n -manifold

HIGHLIGHTS

  • who: Mathematics Subject Classification. O and colleagues from the Universidad Autou0301noma del Estado, Cuernavaca have published the research work: Combinatorial description around any vertex of a cubical n -manifold, in the Journal: (JOURNAL)

SUMMARY

    The above theorem implies that any smooth knot K: Sn,→ R can be deformed into a cubical knot. n+2 A sort of reciprocal question is the following. This allows the authors to describe F(N ) as a finite path → · · · → of consecutive squares, i.e., squares sharing an edge ( denotes one of the squares Fi,j ∈ F(N )). For . . .

     

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