@article{article_555344, title={Harmonic Maps and Torse-Forming Vector Fields}, journal={International Electronic Journal of Geometry}, volume={13}, pages={87–93}, year={2020}, DOI={10.36890/iejg.555344}, author={Mohammed Cherif, Ahmed and Djaa, Mustapha}, keywords={Harmonic maps,bi-harmonic maps,torse-forming vector fields}, abstract={In this paper, we prove that any harmonic map from a compact orientable Riemannian manifold <br />without boundary (or from complete Riemannian manifold) (M, g) to Riemannian manifold (N, h) <br />is necessarily constant, with (N, h) admitting a torse-forming vector field satisfying some condition. <br />}, number={1}, publisher={Kazım İlarslan}