Abstract
Using the notion of spherical modification and results from Morse theory a general technique is described for constructing manifolds whose strong category is small (≦ 3) but whose homological structure is complex.
- Title
- Spherical Modifications and the Strong Category of Manifolds
- Creators
- M. V Mielke - Univ. of MiamiCoral Gables, Fla
- Publication Details
- Journal of the Australian Mathematical Society (2001), Vol.9(3-4), pp.449-454
- Publisher
- Cambridge University Press; Cambridge, UK
- Number of pages
- 6
- Academic Unit
- College of A&S; A&S - Mathematics
- Language
- English
- Resource Type
- Journal article
- Record Identifier
- 991031576925502976