The symmetries of the Manton superconductivity model

Abstract

The symmetries and conserved quantities of Manton's modified superconductivity model with non-relativistic Maxwell-Chern-Simons dynamics (also related to the Quantized Hall Effect) are obtained in the ``Kaluza-Klein type'' framework of Duval et al.

24 pages, Plain TEX, no figures

References in corpus (4)

• Celestial Mechanics, Conformal Structures, and Gravitational Waves
• Conservation Laws in a First Order Dynamical System of Vortices
• Strings in plane-fronted gravitational waves
• Vortices in the Landau--Ginzburg Model of the Quantized Hall Effect

Cited by in corpus (9)

• Vortices in (abelian) Chern-Simons gauge theory
• Conformal Galilei groups, Veronese curves, and Newton-Hooke spacetimes
• Eisenhart lifts and symmetries of time-dependent systems
• Newton-Hooke type symmetry of anisotropic oscillators
• Kohn's theorem and Newton-Hooke symmetry for Hill's equations
• Kohn's theorem and Galilean symmetry
• Chiral decomposition in the non-commutative Landau problem
• Kohn condition and exotic Newton-Hooke symmetry in the non-commutative Landau problem
• Lectures on (abelian) Chern-Simons vortices