Generalized Topologies Related To Notions Of N-Closed Sets And N-Continuous Functions

The notion of N-continuous functions between generalized topological spaces has been defined. This paper relates this concept to the coN-closed generalized topology of a generalized topological space and studies the properties of coN-closed generalized topologies. Additionally, we consider the class of coN-continuous functions between generalized topological spaces, examining their characteristics and potential applications in advanced topological studies. The research provides insight into the classification and hierarchical structure of these functions and sets, offering a comprehensive analysis of their mathematical relationships.