Homotopical computations for projective Stiefel manifolds and related quotients/ Debanil Dasgupta
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TextPublication details: Kolkata: Indian Statistical Institute, 2024Description: v, 80 pagesSubject(s): DDC classification: - 23 514.2 D286
- Guided by Prof. Samik Basu
| Item type | Current library | Call number | Status | Notes | Date due | Barcode | Item holds | |
|---|---|---|---|---|---|---|---|---|
| THESIS | ISI Library, Kolkata | 514.2 D286 (Browse shelf(Opens below)) | Available | E-Thesis | TH597 |
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| 514.2 C748 Proceedings | 514.2 C748 Algebraic transformation groups and algebraic varieties | 514.2 C748 A Proceedings | 514.2 D286 Homotopical computations for projective Stiefel manifolds and related quotients/ | 514.2 D321 Real Enriques surfaces | 514.2 D353 Hodge cycles,motives,and Shimure varieties | 514.2 D418 Algebraic topology: a primer/ |
Thesis (Ph.D.)- Indian statistical Institute, 2024
Includes bibliography
Cohomology of certain quotients of Stiefel manifolds -- BP-cohomology of the projective Stiefel manifolds -- p-local decomposition of projective Stiefel manifolds -- Characteristic classes on certain quotients of Stiefel manifolds
Guided by Prof. Samik Basu
This thesis explores certain topological results on quotients of Stiefel manifolds. The perspective behind these results are cohomology calculations which in turn lead to geometric consequences. The quotients of Stiefel manifolds form a nice collection of homogeneous spaces which are amenable to computational techniques.
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