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Vanishing lines in
generalized Adams spectral sequences are generic
M J Hopkins, J H Palmieri and J H Smith |
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Geometry & Topology 3 (1999) 155–165
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arXiv: math.AT/9907198 |
Abstract |
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We show that in a generalized Adams spectral sequence, the presence of a vanishing line of fixed slope (at some term of the spectral sequence, with some intercept) is a generic property. |
Keywords
Adams spectral sequence, vanishing line, generic
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Mathematical Subject Classification
Primary: 55T15
Secondary: 55P42
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References |
Forward citations |
Publication
Received: 17 March 1998
Revised: 27 May 1999
Accepted: 30 June 1999
Published: 2 July 1999
Proposed: Haynes Miller
Seconded: Ralph Cohen, Gunnar Carlsson
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Authors |
| M J Hopkins | |
| Department of Mathematics Massachusetts Institute of Technology Cambridge Massachusetts 02139 USA |
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| J H Palmieri | |
| Department of Mathematics University of Notre Dame Notre Dame Indiana 46556 USA |
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| J H Smith | |
| Department of Mathematics Purdue University West Lafayette Indiana 47907 USA |
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