The stability property of harmonic mappings plays a fundamental role in both mechanics and
mathematical physics. This work is devoted to the investigation of the stability property on T …

We investigate harmonic maps on almost contact metric manifolds which are locally
conformal to almost cosymplectic manifolds. We obtain the necessary and sufficient …

Complex and contact structures are generalized in the form of S-manifolds. In this paper we
have studied f-biharmonic submanifolds in S-space form and have derived condition on …