@article{article_1395051, title={Certain Results for Invariant Submanifolds of an Almost $\alpha$-Cosymplectic $(k,\mu ,\nu )$-Space}, journal={Mathematical Sciences and Applications E-Notes}, volume={12}, pages={93–100}, year={2024}, DOI={10.36753/mathenot.1395051}, author={Uygun, Pakize and Atçeken, Mehmet and Mert, Tuğba}, keywords={$W_{1}^{\ast }$-curvature tensor, $\alpha$-cosymlectic $(k,\mu,\nu)$-space, $W_{7}$-curvature tensor}, abstract={In this paper we present invariant submanifolds of an almost $\alpha $-cosymplectic $(k, \mu, \nu)$-space. Then, we gave some results for an invariant submanifold of an almost $\alpha $-cosymplectic $(k,\mu,\nu)$-space to be totally geodesic. As a result, we have discovered some interesting conclusions about invariant submanifolds of an almost cosymplectic $(k, \mu, \nu)$-space.}, number={2}, publisher={Murat TOSUN}