Markov chain variational inference
= Markov chain variational inference
{c}
<Markov chain variational inference> optimizes an initial parametric <probability distribution> $\nu_\eta$ by minimizing $\operatorname{KL}(K^t\nu_\eta\Vert\pi)$ after a fixed number of <Markov kernel> updates. The best initial <probability distribution> can depend on $t$; <Kullback-Leibler divergence> contraction does not imply that optimization commutes with applying the <Markov kernel>.