Pages that link to "Item:Q1649071"

The following pages link to Geometric structure of the classical Lagrange-d'Alembert principle and its application to integrable nonlinear dynamical systems (Q1649071):

Displaying 5 items.

• The Lax-Sato integrable heavenly equations on functional supermanifolds and their Lie-algebraic structure (Q1987711) (← links)
• Classical M. A. Buhl problem, its Pfeiffer-Sato solutions, and the classical Lagrange-d'Alembert principle for the integrable heavenly-type nonlinear equations (Q2321612) (← links)
• Reduced pre-Lie algebraic structures, the weak and weakly deformed Balinsky-Novikov type symmetry algebras and related Hamiltonian operators (Q2333899) (← links)
• Lie-algebraic structure of Lax-Sato integrable heavenly equations and the Lagrange-d'Alembert principle (Q2410651) (← links)
• The geometrization of Lagrange dynamical systems (Q2903862) (← links)