8 citations · 21 across the 7 of their papers we have counts for
7 papers
Perfect fluid equations with nonrelativistic conformal supersymmetries
Timofei Snegirev
Our recent result on the construction of perfect fluid equations with N=1,2 Schrödinger supersymmetry [Mod. Phys. Lett. A 41 (2026) 2550214] is extended to accommodate nonrelativis…
Perfect fluid equations with N=1,2 Schrodinger supersymmetry
Timofei Snegirev
Superconformal extensions of the perfect fluid equations, which realize Schrodinger superalgebra, are constructed within the Hamiltonian formalism. They are built by introd…
Perfect fluid dynamics with conformal Newton-Hooke symmetries
Timofei Snegirev
Perfect fluid equations are formulated which are invariant under the -conformal Newton-Hooke group for an arbitrary integer or half-integer value of the parameter . For…
Lagrangian formulation for perfect fluid equations with the l-conformal Galilei symmetry
Timofei Snegirev
Lagrangian formulation for perfect fluid equations which hold invariant under the -conformal Galilei group with half-integer is proposed. It is based on a Clebsch-type…
Perfect fluid coupled to a solenoidal field which enjoys the l-conformal Galilei symmetry
Timofei Snegirev
A non-relativistic (Galilei-invariant) model of a perfect fluid coupled to a solenoidal field in arbitrary spatial dimension is considered. It contains an arbitrary parameter a…
New dynamical realizations of the Lifshitz group
Timofei Snegirev
The method of nonlinear realizations is applied to construct new dynamical realizations of the Lifshitz group in mechanics, hydrodynamics, and field theory.
Hamiltonian formulation for perfect fluid equations with the l-conformal Galilei symmetry
Timofei Snegirev
The Hamiltonian formulation for perfect fluid equations with the l-conformal Galilei symmetry is proposed. For an arbitrary half-integer value of the parameter l, the Hamilton and…