International audienceThe isometries of an exact plane gravitational wave are symmetries for both massive and massless particles. Their conformal extensions are, in fact, chrono-projective transformations {introduced earlier by Duval et al. [Classical Quantum Gravity 3, 461 (1986); Classical Quantum Gravity 32(17), 175006 (2015)]} and are symmetries for massless particles. Homotheties are universal chrono-projective symmetries for any profile. Chrono-projective transformations also generate new conserved quantities for the underlying non-relativistic systems in the Bargmann framework. Homotheties play a similar role for the lightlike “vertical” coordinate as isometries play for the transverse coordinates
In theories such as asymptotically safe gravity, conformal symmetry is treated as a symmetry for the...
International audienceThe well-known 5-parameter isometry group of plane gravitational waves in $4$ ...
International audienceThe well-known 5-parameter isometry group of plane gravitational waves in $4$ ...
The isometries of an exact plane gravitational wave are symmetries for both massive and massless par...
International audienceKepler's rescaling becomes, when “Eisenhart-Duval lifted” to 5-dimensional “Ba...
The equations of motion for $N$ non-relativistic particles attracting according to Newton's law are ...
International audienceKepler's rescaling becomes, when “Eisenhart-Duval lifted” to 5-dimensional “Ba...
The symmetries of equations of motion for probe bodies (projective symmetries) and the corresponding...
LaTeX, 26 pages. Published versionInternational audienceDefinitions of non-relativistic conformal tr...
In this thesis, the symmetry structure of gravitational theories at null infinity is studied further...
LaTeX, 26 pages. Published versionInternational audienceDefinitions of non-relativistic conformal tr...
In four spacetime dimensions gravitational plane waves (a special case of the plane-fronted waves wi...
Abstract The geometry of twisted null geodesic congruences in gravitational plane wave spacetimes is...
We discuss in some detail the interaction of classical particles, including the scattering and memor...
254-273Hidden symmetries are global symmetries that arise in dimensional reduction of Einstein's equ...
In theories such as asymptotically safe gravity, conformal symmetry is treated as a symmetry for the...
International audienceThe well-known 5-parameter isometry group of plane gravitational waves in $4$ ...
International audienceThe well-known 5-parameter isometry group of plane gravitational waves in $4$ ...
The isometries of an exact plane gravitational wave are symmetries for both massive and massless par...
International audienceKepler's rescaling becomes, when “Eisenhart-Duval lifted” to 5-dimensional “Ba...
The equations of motion for $N$ non-relativistic particles attracting according to Newton's law are ...
International audienceKepler's rescaling becomes, when “Eisenhart-Duval lifted” to 5-dimensional “Ba...
The symmetries of equations of motion for probe bodies (projective symmetries) and the corresponding...
LaTeX, 26 pages. Published versionInternational audienceDefinitions of non-relativistic conformal tr...
In this thesis, the symmetry structure of gravitational theories at null infinity is studied further...
LaTeX, 26 pages. Published versionInternational audienceDefinitions of non-relativistic conformal tr...
In four spacetime dimensions gravitational plane waves (a special case of the plane-fronted waves wi...
Abstract The geometry of twisted null geodesic congruences in gravitational plane wave spacetimes is...
We discuss in some detail the interaction of classical particles, including the scattering and memor...
254-273Hidden symmetries are global symmetries that arise in dimensional reduction of Einstein's equ...
In theories such as asymptotically safe gravity, conformal symmetry is treated as a symmetry for the...
International audienceThe well-known 5-parameter isometry group of plane gravitational waves in $4$ ...
International audienceThe well-known 5-parameter isometry group of plane gravitational waves in $4$ ...