We generalize and study the Zermelo navigation problem on Hermitian manifolds in the
presence of a perturbation W determined by a mild complex velocity vector field‖ W (z) …

In this paper, we investigate the R-complex Hermitian Finsler spaces, emphasizing the
differences that separate them from the complex Finsler spaces. The tools used in this study …

In this paper we give a generalized form of the Schrödinger equation in the relativistic case,
which contains a generalization of the Klein-Gordon equation. By complex Legendre …

In this paper we first present the real homogeneous complex Finsler metrics (R R-complex
Finsler metrics) and make use of them to generalize the Zermelo navigation on Hermitian …

In this paper, we extend the known results on ℝ-complex Hermitian Finsler spaces from [4],
by the study of three special ℝ-complex Hermitian Finsler spaces with (α, β)-metrics. We …

Following the study on volume of indicatrices in a real Finsler space, in this paper we are
investigating some volume properties of the indicatrix considered in an arbitrary fixed point …

In this paper, considering the class of complex Kropina metrics we obtain the necessary and
sufficient conditions that these are generalized Berwald and complex Douglas metrics …

The main propose of this paper is to investigate the geodesic curves on a strongly convex R
R-complex Finsler space (M, F). We survey the first variation of the length integral associated …

In this paper we extend the results obtained in [3], where are investigated the general
settings of the two-dimensional complex Finsler manifolds, with respect to a local complex …

In the present paper we established some interesting results on purely Hermitian R-complex
Finsler space with (α, β)-metrics, Firstly we characterize the conditions for the (α, β)-metric …