Simple-connectivity of the Browder-Novikov Theorem |
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₁(s¹ abelian argument assume boundary Bson calculate cell clear Clearly closed differential manifold combinatorial equivalence construct contained copies corresponding curve D²n x s¹ denote diffeomorphic differentiable imbedding differential structure divisible element elementary ideal Essential exactly fact follows given hence homotopy type identified identity imbedded sphere inclusion induced integer intersection intersection coefficient intersection number inverse image isomorphic knot Lemma on normal manifold M2n+1 method modification module necessary normal bundle normal field normal vector field obtained permutation points pole position presentation for H PRESERVATION proof properties prove pushed relation matrix rely Remark represented result retract Rn+1 Robertello's s²n+1 shows similar spherical Suppose surjective symmetric taken tangent bundle term theorem transversally trivial usual values vary Y,bY Z[J]-module