On the normal bundle of a homotopy sphere embedded in Euclidean space
From MaRDI portal
Publication:2394372
DOI10.1016/0040-9383(65)90041-8zbMath0127.13702OpenAlexW2068980287MaRDI QIDQ2394372
Robert H. Szczarba, Wu-Chung Hsiang, Jerome Levine
Publication date: 1965
Published in: Topology (Search for Journal in Brave)
Full work available at URL: https://doi.org/10.1016/0040-9383(65)90041-8
Related Items
Laplace operators with eigenfunctions whose nodal set is a knot, On the stable diffeomorphism of homotopy spheres in the stable range, 𝑛<2𝑝, $\Pi$-imbeddings of homotopy spheres, A remark on the $\pi$-imbedding of homotopy spheres, Smooth structures on $S^p \times S^q$, Manifolds homeomorphic to sphere bundles over spheres, Cohomology classification of self maps of sphere bundles over spheres, The derivative map for diffeomorphism of disks: an example, Embeddings of the base and bundle isomorphisms, Embedding calculus and smooth structures, Relative Knots and Tangential Equivalences, ON THE GROUP ε(X×Y) OF SELF HOMOTOPY EQUIVALENCES OF A PRODUCT, On Homotopy Spheres Bounding Highly Connected Manifolds, Note on some Whitehead products, Codimension two PL embeddings of spheres with nonstandard regular neighborhoods, Submanifolds that are level sets of solutions to a second-order elliptic PDE, On the Inertia Group of a Product of Spheres, Disc and sphere bundles over homotopy spheres, On imbeddings below the metastable range, Diffeomorphisms of a product of spheres, Smoothings of sphere bundles over spheres in the stable range, Connected sum along the cycle operation of \(S^ p \times S^{n-p}\) on \(\pi\)-manifolds
