The paper “Uniform attractors for measure-driven quintic wave equation” co-authored by Anton Savostianov (Uppsala) and Sergey Zelik, has been published this week in Russian Mathematical Surveys. A link to the published paper is here and a link to the arXiv version is here. The paper gives a detailed study of attractors for measure driven quintic damped wave equations with periodic boundary conditions. This includes uniform energy-to-Strichartz estimates, the existence of uniform attractors in a weak or strong topology in the energy phase space, and the possibility to present them as a union of all complete trajectories. The beginning of the paper showing the key equation is below.