Decompositions and Subsets of E3 | p. 1 |
Decomposition Spaces | p. 2 |
Acyclic Maps of En onto En are Compact | p. 5 |
Decompositions of E3 | p. 5 |
Upper Semicontinuous Decompositions of E3 into E3 and Generalizations to Metric Spaces | p. 21 |
Tame Subsets of 2-Spheres in E3 | p. 26 |
Some "Nice" Wild 2-Spheres in E3 | p. 29 |
Tame, Wild, and Planar Sets in E3 | p. 34 |
Penetration Indices and Applications | p. 37 |
Concentric Tori and Tame Curves in S3 | p. 39 |
Homogeneity of Infinite Products of manifolds with Boundary | p. 42 |
Homemorphisms of 2-Dimensional Continua | p. 44 |
N-Space Modulo an Arc | p. 44 |
Closures of Images of the Reals | p. 45 |
n-Manifolds | p. 47 |
Differentiable and Polyhedral Manifolds | p. 48 |
On Alexander's Theorem and Knotted Spheres | p. 55 |
Polyhedral n-Manifolds: I. Foundations | p. 57 |
Polyhedral n-Manifolds: II. Embeddings | p. 64 |
Combinatorial Structures, Local Unknottedness, and Local Peripheral Unknottedness | p. 71 |
Locally Flat Embeddings of Topological Manifolds | p. 83 |
A Mapping Theorem for Untriangulated Manifolds | p. 92 |
On Fibering Certain 3-Manifolds | p. 95 |
Summary of Results on Contractible Open Manifolds | p. 100 |
Homotopy Manifolds | p. 102 |
Rotational Symmetry of 3-Manifolds | p. 104 |
Freeness in n-Space | p. 106 |
Ends | p. 110 |
Knot Theory | p. 119 |
A Quick Trip Through Knot Theory | p. 120 |
Some Problems in Knot Theory | p. 168 |
Knots and Periodic Transformations | p. 177 |
The Reducibility of Embedding Problems | p. 182 |
The Wilder Arcs | p. 184 |
Isotopies and Knots in Manifolds | p. 187 |
The Poincaré Conjecture | p. 195 |
Simply Connected 3-Manifolds | p. 196 |
Smale's Theory | p. 198 |
The Poincaré Conjecture for n ≥ 5 | p. 198 |
On 2-Complexes in 4-Space | p. 204 |
Construction of Orientable 3-Manifolds | p. 207 |
Construction of Simply Connected 3-Manifolds | p. 213 |
On the Union of Two Solid Tori | p. 216 |
Periodic Maps and Isotopies | p. 219 |
Fixed-Point-Free Involutions on the 3-Sphere | p. 220 |
A Theorem on Infinite Regular Neighborhoods and an Application to Periodic Maps on En | p. 221 |
On Quasi Translations in 3-Space | p. 223 |
Isotopy in Manifolds | p. 226 |
Questions on Isotopies in Manifolds | p. 229 |
On Homeomorphisms as Products of Conjugates of a Given Homeomorphism and its Inverse | p. 231 |
On a Class of Isotopy Invariants | p. 235 |
Applications | p. 239 |
The Topology of the Brain and Visual Perception | p. 240 |
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