Staff Members - Benha University
Conformal changes of special Finsler spaces
Balkan Journal of Geometry and Its Applications • 2010
Publication Information
Authors
Nabil L. Youssef, S. H. Abed and A. Soleiman
Keywords
Conformal change; Ch-recurrent; C2-like; quasi-C-reducible; C-reducible; Berwald space; Sv-recurrent; Po-Finsler manifold; R3-like; P-symmetric; Chern connection; Hashiguchi connection.
Journal
Balkan Journal of Geometry and Its Applications
Publisher
Not Available
Volume
15
Issue
2
Pages
Not Available
publication.type
International
Paper Link
Not Available
Supplementary Materials
Not Available
Abstract
The present paper is a continuation of the foregoing paper [16].
The main aim is to establish an intrinsic investigation of the conformal change of the most important special Finsler spaces. Necessary and sufficient conditions for such special Finsler manifolds to be invariant under a conformal change are obtained. Moreover, the conformal change of Chern and Hashiguchi connections, as well as their curvature tensors, are given.
The main aim is to establish an intrinsic investigation of the conformal change of the most important special Finsler spaces. Necessary and sufficient conditions for such special Finsler manifolds to be invariant under a conformal change are obtained. Moreover, the conformal change of Chern and Hashiguchi connections, as well as their curvature tensors, are given.