Trivariate shuffle conjecture for selected hook shapes
Let ρ=(a ∣ b)\rho=(a\,|\,b)ρ=(a∣b) be a hook, let Γa\Gamma_aΓa be the Dyck path defined in the source, and let Lβ(t;z)\mathbb{L}_\beta(t;\bm{z})Lβ(t;z) be the LLT polynomial associated with a Dyck path…