Lectures in mathematics : Kyoto University

vol. 6

Typical formal groups in complex cobordism and K-theory / by Shôrô Araki
c1973

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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
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