In [G. Munteanu, Complex Spaces in Finsler, Lagrange and Hamilton Geometries, vol. 141,
Kluwer Academic Publishers, Dordrecht, FTPH, 2004.] we underlined the motifs of a …

The main purpose of the paper is the study of the total space of a holomorphic Lie algebroid
E. The paper is structured in three parts. In the first section, we briefly introduce basic notions …

In this paper we study the differential geometry of the complex indicatrix, which is
approached as an embedded CR hypersurface of the punctual holomorphic tangent bundle …

In this paper, we extend the study of the indicatrix of a complex Finsler space initiated in [10,
11]. The equations that can be introduced on the indicatrix, which is studied as a …

In this article we present a study of the subspaces of the manifold OscM, the total space of
the osculator bundle of a real manifold M. We obtain the induced connections of the …

摘要设M 为n 维复流形, F 为M 上的强拟凸的复Finsler 度量, M 是M 的m 维复子流形, F 是F 在M
上诱导的复Finsler 度量, D 为(M, F) 上的复Rund 联络. 本文证明了(1)(M, F) …

Let M be a complex n-dimensional manifold endowed with a strongly pseudoconvex
complex Finsler metric F. Let M be a complex m-dimensional submanifold of M, which is …

In some previous papers ([Mu, Mu1, Mu2]), our attention focused on the general theory of
holomorphic subspaces in a complex Finsler space. In the present paper two approaches in …

In this article, we present a study of the subspaces of the manifold OscM, the total space of
the osculator bundle of a real manifold M. We obtain the induced connections of the …

In this article, we present a study of the subspaces of the manifold Osc 2 M, the total space of
the 2-osculator bundle of a real manifold M. We obtain the induced connections of the …