Announcement_3

New preprint out with Alex Goyal and Nikolas Kantas (Imperial), on the convergence of Gibbs samplers beyond the log-concave setting. In particular we establish bounds on the conductance for the systematic-scan and random-scan Gibbs samplers when the target distribution satisfies a Poincare or log-Sobolev inequality and possesses sufficiently regular conditional distributions. You can find it here.