Classification Theorem for Homotopy Commutative H-Spaces with Finitely Generated Mod 2 Cohomology Rings.
Slack, Michael.
Classification Theorem for Homotopy Commutative H-Spaces with Finitely Generated Mod 2 Cohomology Rings. - 1st ed. - 1 online resource (125 pages) - Memoirs of the American Mathematical Society ; v.92 . - Memoirs of the American Mathematical Society .
Intro -- Table of Contents -- Abstract -- 0. Introduction -- A. Statement of results -- B. The torus theorem -- C. Acknowledgments -- 1. Techniques used in the proof -- 2. Initial study of QH[sup(even)] -- 3. Initial study of QH[sup(odd)] -- 4. Further study of QH[sup(*)] -- 5. QH[sup(*)] in low degrees -- 6. Proof of corollaries -- 7. Appendix -- Bibliography.
9781470408756
H-spaces.
Electronic books.
QA3.S533 1991
514/.24
Classification Theorem for Homotopy Commutative H-Spaces with Finitely Generated Mod 2 Cohomology Rings. - 1st ed. - 1 online resource (125 pages) - Memoirs of the American Mathematical Society ; v.92 . - Memoirs of the American Mathematical Society .
Intro -- Table of Contents -- Abstract -- 0. Introduction -- A. Statement of results -- B. The torus theorem -- C. Acknowledgments -- 1. Techniques used in the proof -- 2. Initial study of QH[sup(even)] -- 3. Initial study of QH[sup(odd)] -- 4. Further study of QH[sup(*)] -- 5. QH[sup(*)] in low degrees -- 6. Proof of corollaries -- 7. Appendix -- Bibliography.
9781470408756
H-spaces.
Electronic books.
QA3.S533 1991
514/.24