The stable homotopy category is rigid
S Schwede - Annals of Mathematics, 2007 - JSTOR
Our reference model is the category of spectra in the sense of Bousfield and Friedlander
[BF,? 2] with the stable model structure. The point of the rigidity theorem is that its …
[BF,? 2] with the stable model structure. The point of the rigidity theorem is that its …
[PDF][PDF] The stable homotopy category is rigid
S Schwede - Annals of Mathematics, 2007 - math.uni-bonn.de
Our reference model is the category of spectra in the sense of Bousfield and Friedlander [BF,
§ 2] with the stable model structure. The point of the rigidity theorem is that its hypotheses …
§ 2] with the stable model structure. The point of the rigidity theorem is that its hypotheses …
[引用][C] The stable homotopy category is rigid
S SCHWEDE - Annals of mathematics, 2007 - pascal-francis.inist.fr
The stable homotopy category is rigid CNRS Inist Pascal-Francis CNRS Pascal and Francis
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Bibliographic Databases Simple search Advanced search Search by classification Search …
[PDF][PDF] The stable homotopy category is rigid
S Schwede - Annals of Mathematics, 2007 - annals.math.princeton.edu
Our reference model is the category of spectra in the sense of Bousfield and Friedlander [BF,
§ 2] with the stable model structure. The point of the rigidity theorem is that its hypotheses …
§ 2] with the stable model structure. The point of the rigidity theorem is that its hypotheses …
[PDF][PDF] The stable homotopy category is rigid
S Schwede - Annals of Mathematics, 2007 - proxy.math.uni-bonn.de
Our reference model is the category of spectra in the sense of Bousfield and Friedlander [BF,
§ 2] with the stable model structure. The point of the rigidity theorem is that its hypotheses …
§ 2] with the stable model structure. The point of the rigidity theorem is that its hypotheses …
[引用][C] The stable homotopy category is rigid
S Schwede - Annals of mathematics, 2007 - dialnet.unirioja.es
[PDF][PDF] The stable homotopy category is rigid
S Schwede - Annals of Mathematics, 2007 - people.math.uni-bonn.de
Our reference model is the category of spectra in the sense of Bousfield and Friedlander [BF,
§ 2] with the stable model structure. The point of the rigidity theorem is that its hypotheses …
§ 2] with the stable model structure. The point of the rigidity theorem is that its hypotheses …
[PDF][PDF] The stable homotopy category is rigid
S Schwede - Annals of Mathematics, 2007 - scholar.archive.org
Our reference model is the category of spectra in the sense of Bousfield and Friedlander [BF,
§ 2] with the stable model structure. The point of the rigidity theorem is that its hypotheses …
§ 2] with the stable model structure. The point of the rigidity theorem is that its hypotheses …
[PDF][PDF] The stable homotopy category is rigid
S Schwede - Annals of Mathematics, 2007 - smtp.math.uni-bonn.de
Our reference model is the category of spectra in the sense of Bousfield and Friedlander [BF,
§ 2] with the stable model structure. The point of the rigidity theorem is that its hypotheses …
§ 2] with the stable model structure. The point of the rigidity theorem is that its hypotheses …
[PDF][PDF] The stable homotopy category is rigid
S Schwede - Annals of Mathematics, 2007 - Citeseer
Our reference model is the category of spectra in the sense of Bousfield and Friedlander [BF,
§ 2] with the stable model structure. The point of the rigidity theorem is that its hypotheses …
§ 2] with the stable model structure. The point of the rigidity theorem is that its hypotheses …