Symmetric spectra
M Hovey, B Shipley, J Smith - Journal of the American Mathematical …, 2000 - ams.org
The stable homotopy category, much studied by algebraic topologists, is a closed symmetric
monoidal category. For many years, however, there has been no well-behaved closed …
monoidal category. For many years, however, there has been no well-behaved closed …
Symmetric spectra
M Hovey, B Shipley, J Smith - arXiv Mathematics e-prints, 1998 - ui.adsabs.harvard.edu
The long hunt for a symmetric monoidal category of spectra finally ended in success with the
simultaneous discovery of the third author's discovery of symmetric spectra and the …
simultaneous discovery of the third author's discovery of symmetric spectra and the …
[引用][C] Symmetric spectra
B Shipley, M Hovey - Journal of the American Mathematical …, 2000 - dialnet.unirioja.es
Symmetric Spectra
M Hovey, B Shipley, J Smith - Journal of the American Mathematical Society, 2000 - JSTOR
Stable homotopy theory studies spectra as the linear approximation to spaces. Here," stable"
refers to the consideration of spaces after inverting the suspension functor. This approach is …
refers to the consideration of spaces after inverting the suspension functor. This approach is …
[PDF][PDF] SYMMETRIC SPECTRA
M HOVEY, B SHIPLEY, J SMITH - 1998 - people.math.rochester.edu
Stable homotopy theory studies spectra as the linear approximation to spaces. Here,“stable”
refers to the consideration of spaces after inverting the suspension functor. This approach is …
refers to the consideration of spaces after inverting the suspension functor. This approach is …
Symmetric spectra
M Hovey, B Shipley, J Smith - Journal of the American Mathematical …, 1999 - cir.nii.ac.jp
抄録< p> The stable homotopy category, much studied by algebraic topologists, is a closed
symmetric monoidal category. For many years, however, there has been no well-behaved …
symmetric monoidal category. For many years, however, there has been no well-behaved …
[PDF][PDF] SYMMETRIC SPECTRA
M HOVEY, B SHIPLEY, J SMITH - AMERICAN MATHEMATICAL … - scholar.archive.org
Stable homotopy theory studies spectra as the linear approximation to spaces. Here,“stable”
refers to the consideration of spaces after inverting the suspension functor. This approach is …
refers to the consideration of spaces after inverting the suspension functor. This approach is …
[PDF][PDF] SYMMETRIC SPECTRA
M HOVEY, B SHIPLEY, J SMITH - AMERICAN MATHEMATICAL SOCIETY - math.uic.edu
Stable homotopy theory studies spectra as the linear approximation to spaces. Here,“stable”
refers to the consideration of spaces after inverting the suspension functor. This approach is …
refers to the consideration of spaces after inverting the suspension functor. This approach is …
Symmetric spectra
M Hovey, B Shipley, J Smith - arXiv preprint math/9801077, 1998 - arxiv.org
The long hunt for a symmetric monoidal category of spectra finally ended in success with the
simultaneous discovery of the third author's discovery of symmetric spectra and the …
simultaneous discovery of the third author's discovery of symmetric spectra and the …
[PDF][PDF] SYMMETRIC SPECTRA
M HOVEY, B SHIPLEY, J SMITH - AMERICAN MATHEMATICAL … - homepages.math.uic.edu
Stable homotopy theory studies spectra as the linear approximation to spaces. Here,“stable”
refers to the consideration of spaces after inverting the suspension functor. This approach is …
refers to the consideration of spaces after inverting the suspension functor. This approach is …