On slant submanifolds of bronze riemannian manifolds

This study, prepared as a master's thesis, consists of four parts. The first section is devoted to the introduction. In the second part, after giving basic definitions and preliminary information about Riemannian manifolds and submanifolds, polynomial structures defined on manifolds are discussed. In the third chapter, the bronze structure and its properties on a Riemannian manifold were examined and examples related to this structure were obtained. In the last section, after considering the submanifolds of bronze Riemannian manifols, slant, hemi-slant, quasi-hemi-slant and quasi-bi-slant submanifolds are defined and geometric results related to the integrability of distributions defined on them are given. Additionally, examples for each type of slant submanifold studied were obtained.