A MULTI-OBJECTIVE DYNAMIC NEUTROSOPHIC SOLID TRANSPORTATION MODEL UNDER IOT-DRIVEN UNCERTAINTY

This research introduces an innovative Multi-objective Dynamic Neutrosophic Solid Transportation Model (MODNSTP) that integrates real-time uncertainty from IOT-enabled logistics systems. Transportation factors, including pricing, supply, and capacity, are articulated by Single-Valued Neutrosophic Numbers (SVNNs) to more effectively represent vagueness, indeterminacy and contradicting data. A neutrosophic ranking function is utilized to derive precise values for optimization. The model concurrently reduces cost, delay, and environmental effects over various time intervals. A revised Row-Column Reduction and MODI approach is suggested for allocation. Dynamic IoT inputs incessantly alter parameters over time. A numerical example demonstrates improved decision-making efficacy amid uncertainty. A comparative analysis of fuzzy and crisp models reveals the benefits of the proposed methodology. This methodology pertains to intelligent supply chains and the logistics of perishable goods. It provides a scalable solution for real-time, uncertainty-informed transportation planning.

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Publication Details

Journal
International Journal of Apllied Mathematics
Published
2025-09-27
DOI
https://doi.org/10.12732/ijam.v38i4s.262
Primary Topic
Optimization and Mathematical Programming
Type
article
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article

A MULTI-OBJECTIVE DYNAMIC NEUTROSOPHIC SOLID TRANSPORTATION MODEL UNDER IOT-DRIVEN UNCERTAINTY

J. Jeyanthi
International Journal of Apllied Mathematics
Optimization and Mathematical Programming
article

A MULTI-OBJECTIVE DYNAMIC NEUTROSOPHIC SOLID TRANSPORTATION MODEL UNDER IOT-DRIVEN UNCERTAINTY

J. Jeyanthi
article en

Abstract

This research introduces an innovative Multi-objective Dynamic Neutrosophic Solid Transportation Model (MODNSTP) that integrates real-time uncertainty from IOT-enabled logistics systems. Transportation factors, including pricing, supply, and capacity, are articulated by Single-Valued Neutrosophic Numbers (SVNNs) to more effectively represent vagueness, indeterminacy and contradicting data. A neutrosophic ranking function is utilized to derive precise values for optimization. The model concurrently reduces cost, delay, and environmental effects over various time intervals. A revised Row-Column Reduction and MODI approach is suggested for allocation. Dynamic IoT inputs incessantly alter parameters over time. A numerical example demonstrates improved decision-making efficacy amid uncertainty. A comparative analysis of fuzzy and crisp models reveals the benefits of the proposed methodology. This methodology pertains to intelligent supply chains and the logistics of perishable goods. It provides a scalable solution for real-time, uncertainty-informed transportation planning.

International Journal of Apllied MathematicsVol. 38(4s)
Openalex Percentile: Top 67%
Optimization and Mathematical Programming
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