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Doug Ravenel - 2/4 The background and motivation for the telescope conjecture
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https://youtu.be/xljmD1gO9Tc Speaker: Doug Ravenel, University of Rochester Title: The background and motivation for the telescope conjecture. Abstract: The course will give the mathematical background of the recently settled (by Burklund, Hahn, Levy, and Schlank) telescope conjecture in stable homotopy theory. A “trailer” for the course will be the 30-minute introduction I plan to give in a special edition of the Princeton algebraic topology seminar on October 28. There will be some overlap with the eCHT course on chromatic homotopy theory given by Agnès Beaudry in May 2019. I will discuss Morava K-theory, Bousfield localization, the Hopkins-Smith periodicity theorem, formal group laws, the Morava stabilizer group and the chromatic filtration.
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