The paper “Madelung remodel and variational asymptotics in Born-Oppenheimer molecular dynamics“, co-authored by Paul Bergold and Cesare Tronci, has been printed within the proceedings of the 2023 convention on “Geometric Science of Info” (hyperlink to printed paper right here). The paper presents a geometrical formulation, when it comes to Hamilton’s variational precept and Euler-Poincaré discount by symmetry, of the Born-Oppenheimer molecular dynamics idea. The screenshot beneath exhibits the primary motion precept offered within the paper.