Norden Golden Manifolds with Constant Sectional Curvature and Their Submanifolds

This paper discusses the Norden golden manifold having a constant sectional curvature. First, it is shown that if has real curvature, flat. For this reason, notions of holomorphic-like curvature and bisectional on are investigated, but seen these do not work manifold. shows need for new concept In direction, notion (Norden curvature) proposed, an example given, constant, tensor field expressed in terms metric field. Since geometry submanifolds manifolds with nice properties, last section examines semi-invariant space form.