Neutrosophic Sets and Systems
Abstract
This paper introduces and investigates the concept of n-cylindrical neutrosophic contra M-continuous mappings within the framework of n-cylindrical neutrosophic topological spaces. Motivated by recent advances in neutrosophic contra continuous functions, irresolute mappings, and n-cylindrical fuzzy neutrosophic topological structures, the study establishes several fundamental properties of n-cylindrical neutrosophic contra M-irresolute mappings. The proposed mappings are analyzed in relation to existing classes of neutrosophic contra continuous and contra irresolute functions, highlighting their structural properties and interrelationships. The obtained results extend and generalize earlier studies in neutrosophic topology, thereby contributing to the theoretical development of neutrosophic topological spaces. Furthermore, this work provides a foundation for future research and potential applications of n-cylindrical neutrosophic mappings in areas involving uncertainty, indeterminacy, and generalized topological frameworks.
Recommended Citation
Anandhi, S.; R. Vijayalakshmi; and Shantha K. Lakshmi. "Contra Continuous and Irresolute Maps via M-open Sets in n-Cylindrical Neutrosophic Topological Spaces." Neutrosophic Sets and Systems 98, 1 (2026). https://digitalrepository.unm.edu/nss_journal/vol98/iss1/8