|
|||||
|
|
|
|
|
|
|
|
|
On punctured balls in
manifolds
Wolfgang H. Heil |
|
Vol. 68 (1977), No. 1, 81–83
|
Abstract |
|
E. Brown showed that for any map f of a punctured disc Bn with n holes into a 2-manifold M that is an embedding of ∂Bn, there is an embedding g of a punctured disk Bk into M such that g(∂Bk) is a subcollection of f(∂Bn). In this paper E. Brown’s approach is extended to show that a similar result holds for maps of punctured q-balls into certain q-manifolds (q ≧ 3). |
Mathematical Subject Classification
Primary: 57A35, 57A35
|
Milestones
Received: 6 February 1976
Revised: 28 July 1976
Published: 1 January 1977
|
Authors |
| Wolfgang H. Heil | |
|
