Generalized Thom spectra and transversality for spherical fibrations

N. Levitt

DOI:10.1090/S0002-9904-1970-12524-1

Corpus ID: 27008915

Generalized Thom spectra and transversality for spherical fibrations

@article{Levitt1970GeneralizedTS,
  title={Generalized Thom spectra and transversality for spherical fibrations},
  author={N. Levitt},
  journal={Bulletin of the American Mathematical Society},
  year={1970},
  volume={76},
  pages={727-731}
}

N. Levitt
Published 1970
Mathematics
Bulletin of the American Mathematical Society

1. A Poincaré duality space (abbreviated P.D. space) of dimension n ^ 0 is a finite complex M with the following property. Let M be embedded in S, k large, and let Rhea, regular neighborhood; then the inclusion dRClR, when converted to a fibration, has fiber a (k — 1)-sphere. Similarly a Poincaré cobordism (W; M0, Mi) of dimension n+1 is a triad with the following property. Let W; Mo, Mx be embedded in S X(I; {o}, {l}) with relative regular neighborhood R (i.e. Rf^SX {i} « Q% is a regular… Expand

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