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Neutrosophic sets, designed as an extension of crisp sets, fuzzy sets, and intuitionistic fuzzy sets, offer a versatile tool for representing uncertainty, inconsistency, and incompleteness in real-world problems. This paper pioneers the mathematical representation of a transportation problem using neutrosophic octagonal fuzzy numbers. Transportation, a pivotal function in any business, incurs costs influenced by various constraints such as driver behavior, weather, distance, and market demand. A real-world example demonstrating the effectiveness of the neutrosophic approach supports the discussion of the proposed model’s urgent need.

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A Novel Method for Applying Real-World Transportation Problems with Neutrosophic Octagonal Fuzzy Numbers

  • 会议论文

  • 发表日期：

    2025年

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  • Murugan Suba,
  • Tharmalingam Gunasekar,
  • Jothivelu Thiravidarani,
  • Prabakaran Raghavendran,
  • Arikrishnan Venkatesan,
  • Shyam Sundar Santra,
  • Debasish Majumder

摘要

Neutrosophic sets, designed as an extension of crisp sets, fuzzy sets, and intuitionistic fuzzy sets, offer a versatile tool for representing uncertainty, inconsistency, and incompleteness in real-world problems. This paper pioneers the mathematical representation of a transportation problem using neutrosophic octagonal fuzzy numbers. Transportation, a pivotal function in any business, incurs costs influenced by various constraints such as driver behavior, weather, distance, and market demand. A real-world example demonstrating the effectiveness of the neutrosophic approach supports the discussion of the proposed model’s urgent need.