ODESMAN: Optimizing Decision-Making in Complex Environments: Integrating Neutrosophic and Fuzzy Logic for Advanced System Modeling
Shaik Khaja Mohiddin *1, Abdul Ahad2, N. Murugavalli3, V. Kavitha4, S. Venkata Suryanarayana5, M. Sundar Raj6
1* Department of CSE, Koneru Lakshmaiah Education Foundation, Vaddeswaram,
Guntur District, Andhra Pradesh - 522302, Indıa
2Department of Artificial Intelligence, Anurag University, Hyderabad - India
3Department of Mathematics, Sri Eshwar College of Engineering, Kondampatti, Coimbatore – 641202, India
4Department of Mathematics, Vardhaman College of Engineering Kacharam, Hyderabad – 501218, India
5Professor, Department of Computer Science and Engineering (Data Science), CVR College of Engineering, Hyderabad, Indıa
6Department of Mathematics, Panimalar Engineering College, Poonamallee, Chennai – 600123, Indıa.
Emails: mail2mohiddin@kluniversity.in: ahadbabu@gmail.com; murugavalli.n@sece.ac.in; vkavithaou@gmail.com; suryahcu@gmail.com; sundarrajkani@gmail.com
Abstract
Within the domain of complex systems, inherent uncertainties, and ambiguities that traditional models frequently find difficult to handle pose a constant challenge to decision-making. To dramatically improve decision-making frameworks, this study presents a novel methodology called "ODESMAN," which synergistically integrates fuzzy logic with neutrosophic sets. Neutrosophic sets, on the other hand, allow one to express the degrees of truth, untruth, and indeterminacy as shifts rather than fixed points. Therefore, their use is more elegant than the existing methods offered. The implementation of fuzzy logic into such sets may provide a high level of effectiveness in managing uncertainty, which can be predicted and quantified. For example, the model allows accounting for uncertainty in the system inputs and processes up to 20%, the variability of truth values 10-50%, and the overall uncertainty 15-30%. The application of the model in practice, specifically in the emergency response, and the supply chain system permitted achieving a 40% increase in flexibility capacity and a 25% improvement in decision-making approaches compared to the traditional frameworks. Therefore, the practical strength and broad utility of the model can be proved, which validates its efficiency and allows broad implementation of this complex theoretical framework into the existing systems.
Keywords: Adaptability; Complex Systems; Decision Efficiency; Fuzzy Logic; Indeterminacy; Neutrosophic Sets; Supply Chain Management; Uncertainty Management.