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Hurewicz images in BP and related homology theories

Hurewicz images in BP and related homology theories
Hurewicz images in BP and related homology theories
In this paper BP-theory is used to give a proof that there exists astable homotopy element in ?S2n+1?2(RP?) with non-zero Hurewicz imagein ju-theory if and only if there exists an element of ?S2n+1?2(S0) which is represented by a framed manifold of Arf invariant one.
63pp
Snaith, Victor P.
29688768-1068-409f-9861-50ad28cd0524
Snaith, Victor P.
29688768-1068-409f-9861-50ad28cd0524

Snaith, Victor P. (1999) Hurewicz images in BP and related homology theories. Hopf Topology Archive, 63pp.

Record type: Article

Abstract

In this paper BP-theory is used to give a proof that there exists astable homotopy element in ?S2n+1?2(RP?) with non-zero Hurewicz imagein ju-theory if and only if there exists an element of ?S2n+1?2(S0) which is represented by a framed manifold of Arf invariant one.

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More information

Published date: 1999
Additional Information: Submitted to Hopf Topology Archive 1 Mar 2005.

Identifiers

Local EPrints ID: 29917
URI: http://eprints.soton.ac.uk/id/eprint/29917
PURE UUID: 1d2a61d4-e736-43a8-9ba5-ae015b78e789

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Date deposited: 02 May 2007
Last modified: 15 Mar 2024 07:36

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Contributors

Author: Victor P. Snaith

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