In this paper, generalized circles in a Weyl space are defined and the system of differential
equations satisfied by them is obtained. Furthermore, after having given the necessary and …

It is well known that the Einstein tensor G for a Riemannian manifold defined by G_ α^ β= R_
α^ β-1 2 R δ _ α^ β, R α β= g βγ R γα where R γα and R are respectively the Ricci tensor and …

We consider a conformally recurrent Kahlerian Weyl space on which some pure and hybrid
tensors are defined. We define the tensor Gij of weight {0} by Gij= Hij− Hji, where Hij is a …

On sectional curvatures of a Weyl manifold Page 1 No. 8] Proc. Japan Acad., 82, Ser. A (2006)
123 On sectional curvatures of a Weyl manifold By Abdülkadir Ozdeger Kadir Has University …

ISOTROPIC WEYL MANIFOLD WITH A SEMI-SYMMETRIC CONNECTION∗ Page 1 Acta
Mathematica Scientia 2009,29B(1):176–180 http://actams.wipm.ac.cn ISOTROPIC WEYL …

Many authors studied Ricci quarter-symmetric connection on metric and non-metric spaces.
In this paper, a Weyl manifold with a Ricci-quarter symmetric connection is studied and the …

In this study, 2n-dimensional (n> 2) generalized conformally recurrent Kaehlerian Weyl
spaces andgeneralized conharmonicaly recurrent Kaehlerian Weyl spaces are defined. It is …

In [4], Y.-C Wong conjectured that the covariant derivative of the recurrence covector field of
an affinely connected recurrent space An with a torsion-free connection will be symmetric if …

On Weyl manifolds with harmonic conformal curvature tensor Page 1 An. Stiint. Univ. Al. I.
Cuza Iasi Mat. (NS) Tomul LXII, 2016, f. 2, vol. 1 On Weyl manifolds with harmonic conformal …

Ozdemir and Yildirim (2005) has premeditated on conformally recurrent Kaehlerian weyl
spaces. Also, Negi et al.(2019), has studied analytic HP-transformation in almost Kaehlerian …