In this paper, we study complex Landsberg spaces and some of their important subclasses.
The tools of this study are the Chern–Finsler, Berwald, and Rund complex linear …

In this paper, we give a definition of weakly complex Berwald metric and prove that,(i) a
strongly convex weakly Kähler–Finsler metric F on a complex manifold M is a weakly …

Let M be a complex manifold endowed with a strongly pseudoconvex complex Finsler metric
F. In this paper, characterizations of the complex Rund connection, complex Berwald …

In this paper we survey projective curvature invariants of Douglas type and use these to give
some generalizations for the notion of a complex Berwald space. Various descriptions of …

In this paper we introduce in study the projectively related complex Finsler metrics. We prove
the complex versions of the Rapcsák's theorem and characterize the weakly Kähler and …

In this paper we extend the results on projective changes of complex Finsler metrics
obtained in Aldea and Munteanu (2012)[3], by the study of projective curvature invariants of …

arXiv:1010.3409v1 [math.DG] 17 Oct 2010 On two - dimensional complex Finsler manifolds
Page 1 arXiv:1010.3409v1 [math.DG] 17 Oct 2010 On two - dimensional complex Finsler …

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 …