General solution of equations of motion for a classical particle in 9-dimensional Finslerian space

Abstract

A Lagrangian description of a classical particle in a 9-dimensional flat Finslerian space with a cubic metric function is constructed. The general solution of equations of motion for such a particle is obtained. The Galilean law of inertia for the Finslerian space is confirmed.

10 pages, LaTeX-2e, no figures; added 2 references

References in corpus (1)

• Finslerian N-spinors: Algebra

Cited by in corpus (1)

• Natural volume forms on pseudo-Finslerian manifolds with $m$-th root metrics