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Homotopy sphere
Arxiv:1303.6028V2 [Math.DG] 29 Dec 2014 B Ahrglrlvlhprufc Scle an Called Is Hypersurface Level Regular Each E Scle the Called Is Set E.[T3 )
EXOTIC SPHERES and CURVATURE 1. Introduction Exotic
And Free Cyclic Group Actions on Homotopy Spheres
Homotopy Is Not Isotopy for Homeomorphisms of 3-Manifolds
Milnor, John W. Groups of Homotopy Spheres
Quantitative Algebraic Topology and Lipschitz Homotopy
The Generalized Poincaré Conjecture in Higher Dimensions
Homeomorphisms Between Homotopy Manifolds and Their Resolutions
Groups of Homotopy Spheres: I Michel A. Kervaire; John W. Milnor The
Sobolev Mappings, Degree, Homotopy Classes and Rational Homology Spheres
Cobordism and Exotic Spheres
Quantitative Algebraic Topology and Lipschitz Homotopy
Odd Dimensional Manifolds
Manifolds Homeomorphic to Sphere Bundles Over Spheres
Smooth Homology Spheres and Their Fundamental Groups
Arxiv:1812.09413V1 [Math.GT] 21 Dec 2018 Radius Nomto E Ntvlm.Teeoe Hr Safunction a Is There Therefore, Volume
Man and Machine Thinking About the Smooth 4-Dimensional Poincar\'E Conjecture
CW POSETS AFTER the POINCARE CONJECTURE 1. Introduction
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Arxiv:1708.06582V1 [Math.GT] 22 Aug 2017 These
MILNOR's CONSTRUCTION of EXOTIC 7-SPHERES Contents 1. Motivation 1 2. Hopf Fibrations 2 2.1. the Complex Hopf Fibration 2 2.2
Groups of Homotopy Spheres
THE POINCARÉ CONJECTURE 1. Introduction the Topology of Two-Dimensional Manifolds Or Surfaces Was Well Understood in the 19Th C
The Standard Complex and the 3-Dimensional Poincar\'E Conjecture
Part 1. Exotic Spheres
Topological Rigidity for Non-Aspherical Manifolds by M. Kreck and W. Lück
Lectures on Groups of Homotopy Spheres
Essay on the Poincaré Conjecture
Collected Paper Iii, Differential Topology 3
GROUPS of PL A-HOMOLOGY SPHERES W(A, Z)© © A/Z, N = 4K-L
Groups of Homotopy Spheres, Surgery, and the Kervaire Invariant
Homotopy Theory
Topological Rigidity Problems
Arxiv:2007.05127V1 [Math.AT] 10 Jul 2020
Homology 3-Spheres
Exotic Spheres (With Pictures)
On Characteristic Classes of Exotic Manifold Bundles
Mapping Class Groups of Highly Connected $(4K+ 2) $-Manifolds