  Glasses are solid materials whose constituent atoms are arranged in a
disordered manner. The transition from a liquid to a glass remains one of the
most poorly understood phenomena in condensed matter physics, and still no
fully microscopic theory exists that can describe the dynamics of supercooled
liquids in a quantitative manner over all relevant time scales. Here we present
such a theoretical framework that yields near-quantitative accuracy for the
time-dependent correlation functions of a supercooled system over a broad
density range. Our approach requires only simple static structural information
as input and is based entirely based on first principles. Owing to this
first-principles nature, the framework offers a unique platform to study the
relation between structure and dynamics in glass-forming matter, and paves the
way towards a systematically correctable and ultimately fully quantitative
theory of microscopic glassy dynamics.
