Conformal symmetry for relativistic point particles: an addendum

Abstract

We extend the results of our previous work on the conformal invariant description of two relativistic point particles. We consider here the most general lagrangian by using a conformal tensor $h_{\mu \nu }$, transforming as a Wilson line, and that allows us to construct invariant expressions for velocities taken at two different space-time points.

9 pages, no figures

References in corpus (1)

• Conformal symmetry for relativistic point particles

Cited by in corpus (1)

• Manifestly Covariant Worldline Actions from Coadjoint Orbits. Part I: Generalities and Vectorial Descriptions