On -Hamilton geometry.
On nonlinear connections in higher order Lagrange spaces.
On projectable objects on fibred manifolds
The aim of this paper is to study the projectable and -projectable objects (tensors, derivations and linear connections) on the total space of a fibred manifold , where is a normalization of .
On special Berwald metrics.
On special hypersurface of a Finsler space with the metric .
On subspaces of C-reducible, semi C-reducible, s3-like and s4-like spaces
On the curvature collineation in Finsler space.
On the curvature of Chern-Lagrange connection.
On the generalized Lagrange spaces associated to the remarkable Lagrangians.
On the geometry of two-step nilpotent groups with left invariant Finsler metrics.
On the projective motion in a projective Finsler space of recurrent curvature
On the rectifiability condition of a second order ordinary differential equation.
On the vertical bundle of a pseudo-Finsler manifold.
On totally umbilical submanifolds of a locally Minkowski manifold.
On vector-bundle valued cohomology on complex Finsler manifolds.
On -curvature tensor of C3-like conformal Finsler space.
One version of Miron's geometry in .
Optimal approximations on Riemannian manifolds.
Particular -structure on vector bundle and compatible -connections.
Projective Finsler connections. (Connections Finsler-projectives.)