108 citations · 997 across the 42 of their papers we have counts for
42 papers
Scaling and conformal symmetries for plane gravitational waves
P. -M. Zhang, M. Cariglia, M. Elbistan +1
The isometries of an exact plane gravitational wave are symmetries for both massive and massless particles. Their conformal extensions are in fact chrono-projective transformations…
"Kepler Harmonies" and conformal symmetries
P. -M. Zhang, M. Cariglia, M. Elbistan +2
Kepler's rescaling becomes, when "Eisenhart-Duval lifted" to -dimensional "Bargmann" gravitational wave spacetime, an ordinary spacetime symmetry for motion along null geodesics…
General theory of Galilean gravity
Marco Cariglia
We obtain the complete theory of Newton-Cartan gravity in a curved spacetime by considering the large limit of the vielbein formulation of General Relativity. Milne boosts orig…
Ion Traps and the Memory Effect for Periodic Gravitational Waves
P. -M. Zhang, M. Cariglia, C. Duval +3
The Eisenhart lift of a Paul Trap used to store ions in molecular physics is a linearly polarized periodic gravitational wave. A modified version of Dehmelt's Penning Trap is in tu…
Lévy-Leblond fermions on the wormhole
M. Cariglia, G. W. Gibbons
We propose a simple model of entanglement generated by geometry, studying non-relativistic massive Lévy-Leblond fermions in the geometry of a Bronnikov-Ellis wormhole. The mo…
On Integrability of the Geodesic Deviation Equation
Marco Cariglia, Tsuyoshi Houri, Pavel Krtous +1
The Jacobi equation for geodesic deviation describes finite size effects due to the gravitational tidal forces. In this paper we show how one can integrate the Jacobi equation in a…