Proof of Vogan's conjecture on Arthur packets: irreducible parameters of \(p\)-adic general linear groups (Q6120304)

In the paper under the review, the authors prove Vogan's conjecture for irreducible Arthur parameters of the group \(\mathrm{GL}(n, F)\), where \(F\) denotes a non-archimedean local field. This shows that the local Arthur packets can be characterized using the simple perverse sheaves on a moduli space of Langlands parameters.