Monday, October 19, 2020

4:00-5:00 PM

online
Off Campus Location

The Real bordism spectrum of Fujii and Landweber has become an indispensable tool in chromatic computations at the prime $2$. In many ways, it behaves just like its non-equivariant counterpart $MU$. In many other ways, it has surprising features that cut against our classical intuition. I'll talk about $MU_{\mathbb R}$, about some of its quotients, and about some unexpected, transchromatic computations described in joint work with Beaudry, Shi, and Zeng.

Speaker(s): Mike Hill (UCLA)

Speaker(s): Mike Hill (UCLA)

Building: | Off Campus Location |
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Location: | Virtual |

Event Type: | Workshop / Seminar |

Tags: | Mathematics |

Source: | Happening @ Michigan from Department of Mathematics |