Discrete dynamical systems over double cross-product Lie groupoids
Künye
Esen, O. & Sütlü, S. (2021). Discrete dynamical systems over double cross-product Lie groupoids. International Journal Of Geometric Methods In Modern Physics, 18(4). doi:10.1142/S0219887821500572Özet
Discrete Euler-Lagrange equations are studied over double cross product Lie groupoids. As such, a geometric framework for the local analysis of a discrete dynamical system is established. The arguments are elucidated on the local discrete dynamics of a gauge groupoid. The discrete Elroy's beanie is studied as a physical example.
Kaynak
International Journal Of Geometric Methods In Modern PhysicsCilt
18Sayı
4Koleksiyonlar
Aşağıdaki lisans dosyası bu öğe ile ilişkilidir: