Abstract

The paper is devoted to the study of metallic Riemannian structures. An integrability condition and curvature properties for these structures by means of a $\Phi $-operator applied to pure tensor fields are presented. Examples of these structures are also given.

DOI

10.3906/mat-1504-50

Keywords

Conformal metric, metallic structure, pure tensor, Riemannian manifold, tensor bundle, twin metric

First Page

954

Last Page

962

Recommended Citation

GEZER, A, & KARAMAN, Ç (2015). On metallic Riemannian structures. Turkish Journal of Mathematics 39 (6): 954-962. https://doi.org/10.3906/mat-1504-50

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