A systematic study of (smooth, strong) cone structures CC and Lorentz–Finsler metrics L is
carried out. As a link between both notions, cone triples (Ω, T, F)(Ω, T, F), where Ω Ω (resp. T) …

In this work, we review the effective field theory framework to search for Lorentz and CPT
symmetry breaking during the propagation of gravitational waves. The article is written so as …

Physical foundations for relativistic spacetimes are revisited in order to check at what extent
Finsler spacetimes lie in their framework. Arguments based on inertial observers (as in the …

Some foundational results on the geometry of Lorentz–Minkowski spaces and Finsler
spacetimes are obtained. We prove that the local light cone structure of a reversible Finsler …

A method is presented for deducing classical point-particle Lagrange functions
corresponding to a class of quartic dispersion relations. Applying this to particles violating …

In this work we present Finsler gravitational waves. These are a Finslerian version of the
well-known pp-waves, generalizing the very special relativity line element. Our Finsler pp …

In this work, we study Berwald spacetimes and their vacuum dynamics, where the latter are
based on a Finsler generalization of Einstein's equations derived from an action on the unit …

We discuss the geodesic motion of both massive test particles, following timelike geodesics,
and light, following null geodesics, on Finsler spacetimes with cosmological symmetry …

In this article, we study further applications of the Schwarzschild–Finsler–Randers (SFR)
model which was introduced in a previous work Triantafyllopoulos et al.(Eur Phys JC 80 …

The notion of wind Finslerian structure is developed; this is a generalization of Finsler
metrics where the indicatrices at the tangent spaces may not contain the zero vector. In the …