Title of article :
STABILITY OF F-BIHARMONIC MAPS
Author/Authors :
Kazemi Torbaghan ، S.M. - Amirkabir University of Technology , Rezaii ، M.M. - Amirkabir University of Technology
Abstract :
This paper studies some properties of F-biharmonic maps between Riemannian manifolds. By considering the first variation formula of the F-bienergy functional, F-biharmonicity of conformal maps are investigated. Moreover, the second variation formula for F-biharmonic maps is obtained. As an application, instability and nonexistence theorems for F-biharmonic maps are given.
Keywords :
Biharmonic maps , F , biharmonic maps , conformal maps , stability
Journal title :
Bulletin of the Iranian Mathematical Society
Journal title :
Bulletin of the Iranian Mathematical Society
