An application of neutrosophic theory on manifolds and their topological transformations

Abstract

This paper presents an investigation into the mathematical concepts of neutrosophic folding and
neuretraction on neutrosophic manifolds, specifically focusing on their application in hyperspace. Through
the application of specific transformations on a neutrosophic manifold situated in hyperspace, we can obtain
neutrosophic manifolds in lower dimensions. Based on our research, we can accurately establish the connection
between neutrosophic folding and neuretraction on a neutrosophic manifold. Furthermore, we can determine
the relationship between neuretraction and neutrosophic folding