Pages that link to "Item:Q331241"
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The following pages link to Geometric approach to dynamics obtained by deformation of Lagrangians (Q331241):
Displaying 15 items.
- Geometric approach to dynamics obtained by deformation of time-dependent Lagrangians (Q345948) (← links)
- The Hamilton-Jacobi analysis of powers of singular Lagrangians: a connection between the modified Schrödinger and the Navier-Stokes equations (Q1617238) (← links)
- Noether's theorems for dynamical systems of two kinds of non-standard Hamiltonians (Q1703773) (← links)
- On a dynamic formulation of deformations of the space \(R_1^4\) (Q1780123) (← links)
- On the advantages of a geometrical viewpoint in the derivation of Lagrange's equations for a rigid continuum (Q1896931) (← links)
- Quantization of non-standard Hamiltonians and the Riemann zeros (Q2423699) (← links)
- The geometrization of Lagrange dynamical systems (Q2903862) (← links)
- A new look at degenerate Lagrangian dynamics from the viewpoint of almost-product structures (Q3127708) (← links)
- Gravitational Field as a Pressure Force from Logarithmic Lagrangians and Non-Standard Hamiltonians: The Case of Stellar Halo of Milky Way (Q3177511) (← links)
- (Q4312188) (← links)
- Nonstandard Hamiltonian structures of the Liénard equation and contact geometry (Q5233075) (← links)
- (Q5860421) (← links)
- Nonstandard and fractal electrodynamics in Finsler-Randers space (Q6492660) (← links)
- String propagation in space without time through an association between damping and maximal acceleration (Q6590114) (← links)
- Geometry of non-standard Hamiltonian structures of Liénard equations and contact structure (Q6601405) (← links)
