Abstract
An F-stationary map is a critical point of the F-energy with respect to variations in the domain. It is a generalization of F-harmonic maps. In [11, 10], we discuss the theorems of Liouville type and the monotonicity of F-stationary maps. In this paper, we discuss the stabilities of F-stationary maps from submanifolds of spheres and the Euclidean spaces.
Citation
Zhen-Rong Zhou. "Stabilities of F-stationary maps." Kodai Math. J. 34 (2) 272 - 290, June 2011. https://doi.org/10.2996/kmj/1309829550
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