Название: Flat Sub-Lorentzian structures on Martinet distribution

Авторы: Yu. Sachkov

Журнал: ESAIM: COCV

Год: 2025

Страницы: 40

Аннотация:

Two flat sub-Lorentzian problems on the  Martinet  distribution are studied. For the first one, the attainable set has a nontrivial intersection with the Martinet plane, but for the second one it does not. Attainable sets, optimal trajectories, sub-Lorentzian distances and spheres are described.