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  • 57-XX Manifolds and cell complexes
  • 57Nxx Topological manifolds
  • 57N37 Isotopy and pseudo-isotopy

57Nxx Topological manifolds

  • 57N05 Topology of E 2 , 2 -manifolds
  • 57N10 Topology of general 3 -manifolds
  • 57N12 Topology of E 3 and S 3
  • 57N13 Topology of E 4 , 4 -manifolds
  • 57N15 Topology of E n , n -manifolds ( 4 < n < ∞ )
  • 57N16 Geometric structures on manifolds
  • 57N17 Topology of topological vector spaces
  • 57N20 Topology of infinite-dimensional manifolds
  • 57N25 Shapes
  • 57N30 Engulfing
  • 57N35 Embeddings and immersions
  • 57N37 Isotopy and pseudo-isotopy
  • 57N40 Neighborhoods of submanifolds
  • 57N45 Flatness and tameness
  • 57N50 S n - 1 ⊂ E n , Schoenflies problem
  • 57N55 Microbundles and block bundles
  • 57N60 Cellularity
  • 57N65 Algebraic topology of manifolds
  • 57N70 Cobordism and concordance
  • 57N75 General position and transversality
  • 57N80 Stratifications
  • 57N99 None of the above, but in this section
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Homeomorphisms of the sphere and a generalization of the Whyburn conjecture for compact connected manifolds with boundary

George M. Rassias (1987)

Colloquium Mathematicae

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