This talk will be an update on the Atlas of Lie Groups and Representations project. I will describe an algorithm for computing the unitary dual of a real reductive group, and discuss our computer calculations of $E_7$ and (partially completed) $E_8$. Then I will discuss recent progress on proving Arthur's conjectures about the unitary of Arthur packets for real reductive groups. This work is joint with the members of the Atlas project - Lucas Mason-Brown, Stephen Miller, Marc van Leeuwen, Annegret Paul and David Vogan, as well as Dougal Davis and Kari Vilonen.
De Shintaro Nishikawa
De Juliette Coutens
De Yiannis Sakellaridis
De Bernhard Krötz
De Yoshiki Oshima
De Yiannis Sakellaridis
De Bernhard Krötz
De Polyxeni Spilioti
De Alain Connes
De Karl-Hermann Neeb
De Karl-Hermann Neeb
