A Solution Technique of Transportation Problem in Neutrosophic Environment

Manas Karak, Animesh Mahata, Mahendra Rong, Sankar Supriya Mukherjee, Prasad Mondal, Said Broumi, Banamali Roy, S. Mondal
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Abstract

In this article, we presented a ranking system based on the sign distance in a new direction, such that to compare different single-valued neutrosophic numbers (SVN-numbers), a decision maker has the chance of flexibility. We also developed some important definitions, like level-(α,β,γ) neutrosophic point, and some properties related to the sign distance ranking function. Finally, the sign distance ranking function is applied to solving the neutrosophic transportation problem (NTP) with SVN-number converted into a transportation problem (TP) with crisp data, and to illustrate the appropriateness of this function, we gave two numerical illustrations.
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中性粒细胞环境中运输问题的求解技术
本文从一个新的方向提出了一种基于符号距离的排序系统,使得决策者在比较不同的单值嗜中性数(svn -number)时,有了更大的灵活性。我们还提出了一些重要的定义,如水平-(α,β,γ)嗜中性点,以及与符号距离排序函数相关的一些性质。最后,将符号距离排序函数应用于将具有SVN-number的嗜中性运输问题(NTP)转化为具有清晰数据的运输问题(TP),并通过两个数值实例说明该函数的适用性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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