i will talk about my recent joint work with aubert where we prove the local langlands conjecture for g_2 (explicitly). this  uses our earlier results on hecke algebras attached to bernstein components of reductive p-adic groups, as well as an expected property on cuspidal support, along with a list of characterizing properties. in particular, we obtain "mixed" l-packets containing f-singular supercuspidals and non-supercuspidals.

[pre-talk at 1:20pm]