The paper “The role of boundary conditions in scaling laws for turbulent heat transport” with sole author Camila Nobili has been published in a special issue of Mathematics in Engineering. The paper is a review of contributions in the field of quantitative bounds on the Nusselt number for the classical Rayleigh-Bénard convection problem. A link to the arXiv version is here and the published paper is available here.The chart below, from the concluding remarks section, summarizes the best upper bounds available, distinguishing between no-slip, Navier-slip and free-slip boundary conditions.