@misc{P._Habibi_Homogeneous,
 author={P. Habibi and D. Latifi and M. Toomanian},
 address={Երևան},
 howpublished={online},
 publisher={Հայաստանի ԳԱԱ},
 abstract={In this paper we study the set of homogeneous geodesics of a left-invariant Finsler metric on Lie groups. We first give a simple criterion that characterizes geodesic vectors. We extend J. Szenthe’s result on homogeneous geodesics to left-invariant Finsler metrics. This result gives a relation between geodesic vectors and restricted Minkowski norm in Finsler setting. We show that if a compact connected and semisimple Lie group has rank greater than 1, then for every left-invariant Finsler metric there are infinitely many homogeneous geodesics through the identity element.},
 title={Homogeneous geodesics and the critical points of the restricted Finsler function},
 type={Հոդված},
 keywords={Mathematics, Science},
}