Johannes Jakob Meyer @jjmeyer.bsky.social · 26/09/2025For example, we obtain a computational version of Pinsker's inequality, which looks exactly like the unbounded relation only that the involved quantities carry underscores, marking them as computational quantities. 130
Johannes Jakob Meyer @jjmeyer.bsky.social · 26/09/2025The relative entropy D(ρ‖σ) is a fundamental quantity in classical and quantum information theory. It appears in many important theorems and serves as a mother quantity to derive other important measures from -- for example mutual information or entropy. 130
Johannes Jakob Meyer @jjmeyer.bsky.social · 26/09/2025You think we already have enough entropies and divergence measures? I don't think so! In our latest work (arxiv.org/abs/2509.20472), we introduce yet another information theoretic measure -- the computational relative entropy. Let's have a quick rundown👇 1183