Kenmotsu manifoldlardan riemann manifoldlara yari-slant ξ^⊥−riemann submersiyonlar

In this thesis, semi-slant ξ^⊥−Riemann submersions, which are a generalization of semi invariant ξ^⊥−Riemann submersions ,were studied. Semi-slant ξ^⊥−Riemann submersions for Kenmotsu manifolds was defined and examined with examples.The geometry of the distribution and submersion transformations resulting from the semi-slant ξ^⊥−Riemann submersions definition was examined. In addition the curvature properties of the distributions for the semi-slant ξ^⊥−Riemann submersions of the Kenmotsu space form were investigated and the Einstein conditions for these distributions were obtained.