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Classical Adams Spectral Sequence up to 90 stem
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Classroom Contents
Stable Homotopy Groups of Spheres and Motivic Homotopy Theory
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- 1 Intro
- 2 (Generalized) Poincaré conjecture
- 3 Stable range computations
- 4 The Mahowald Uncertainty Principles
- 5 Stemwise computations
- 6 p=2 computations
- 7 Recent methods
- 8 Classical Adams Spectral Sequence up to 90 stem
- 9 Classical Adams Spectral Sequence up to 90-stem
- 10 Motivic Stable Homotopy Groups of Spheres
- 11 Motivic generalized homology theory
- 12 Motivic homotopy theory over Spec C
- 13 7 as a deformation parameter
- 14 Strategy of Stem-wise Computations
- 15 Some Adams differentials
- 16 General Questions
- 17 The Chow heart SH(K)
- 18 Postnikov-Whitehead Tower
- 19 Questions and Conjectures
