Stable Homotopy Groups of Spheres and Motivic Homotopy Theory
Starting in winter 2024, we are running a reading seminar on stable homotopy groups of spheres, synthetic spectra and motivic deformation of stable homotopy theory. This is based on a syllabusLink opens in a new window by Martin GallauerLink opens in a new window.
We are meeting Wednesdays at 4pm in MS.05Link opens in a new window.
Here is a (tentative) overview of the talks.
Date | Talk | Speaker | Notes |
Winter 2024 | |||
Jan 17 | 0.1 Overview | Martin Gallauer | |
Jan 24 | 1.1 Introduction | Sunny Sood | |
Jan 31 | 1.2 Adams spectral sequence | Hannah MacDermott | |
Feb 07 | 1.3 Adams-Novikov spectral sequence | Daniel Marlowe | |
Feb 14 | 1.4 Cofibre of , first take | Yorick Fuhrmann | pdfLink opens in a new window |
Feb 21 | 1.5 Cofibre of , second take | Pier Federico Pacchiarotti | |
Feb 28 | 2.1 Motivated introduction to synthetic spectra I | Tommy Yang | pdfLink opens in a new window |
Mar 06 | 2.2 Motivated introduction to synthetic spectra II | Julie Rasmusen | |
Spring 2024 | |||
Apr 24 | 2.3 Spherical sheaves on additive sites | Daniel Marlowe | |
May 01 | 2.4 Adams-type homology theories and sheaves | Tommy Yang | |
May 08 | 2.5 The t-structure on synthetic spectra | Julie Rasmusen | |
May 15 | 2.6 The generic fiber | Yorick Fuhrmann | pdfLink opens in a new window |
May 22 | 2.7 The special fiber | Pier Federico Pacchiarotti | |
May 29 | 2.8 Even synthetic spectra based on MU | Marco Milanesi | pdfLink opens in a new window |
Jun 05 | 3.1 Motivic homotopy theory | Daniel Marlowe | |
Jun 12 | 3.2 MGL | Pier Federico Pacchiarotti | |
Jun 19 | 3.3 As spherical sheaves | Yorick Fuhrmann | pdfLink opens in a new window |
Jun 26 | 3.4 Finishing up |