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| File | Description | Size | Format | |
|---|---|---|---|---|
| Lectures_in_Mathematics_6.pdf | 9.24 MB | Adobe PDF | View/Open |
| Title: | Typical formal groups in complex cobordism and K-theory |
| Authors: | Araki, Shôrô |
| Author's alias: | 荒木, 捷郎 |
| Keywords: | Commutative rings Power series Cobordism theory K-theory |
| Issue Date: | 1973 |
| Publisher: | Kinokuniya |
| Journal title: | Lectures in Mathematics |
| Volume: | 6 |
| Table of contents: | Introduction Part I. §1. Formal groups. [1] §2. Modules of curves. [6] §3. Typical curves and formal groups. [19] §4. Universal typical formal groups. [26] §5. Quillen decomposition. [36] §6. Generators of U*(pt) and BP*(pt). [52] §7. Operations in Brown-Peterson cohomology. [57] Part II. §8. Typical formal groups in complex K-theory. [65] §9. Adams decompositions and typical formal groups. [70] §10. Coefficients of curves. [81] §11. Stong-Hattori Theorem. [88] §12. Conner-Floyd Theorem. [96] References. [100] |
| Description: | Errata slip inserted ; Bibliography: p. 100-101 |
| URI: | http://hdl.handle.net/2433/84911 |
| Appears in Collections: | Lectures in Mathematics : Department of Mathematics, Kyoto University |
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