Submanifolds of Almost-Complex Metallic Manifolds

Abstract

Our paper aims to study the geometry of submanifolds of an almost-complex metallic manifold. We give an example of this type of manifold, and reveal the fundamental properties of structure induced on submanifolds. We establish subsets of submanifolds in almost-complex metallic manifolds, such as invariant, anti-invariant, and slant submanifolds.

The (α,p)-Golden Metric Manifolds and Their Submanifolds

“…By generalizing the geometry of the golden Riemannian manifods, we presented in [1,16] the properties of the submanifolds in metallic Riemannian manifolds. The properties of the submanifolds in almost complex metallic manifolds were studied in [17].…”