五边形嗜中性数的一种新的分数函数及其在网络问题中的应用

Avishek Chakraborty
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引用次数: 25

摘要

五边形嗜中性数是单型嗜中性数的扩展形式。现实的人类问题在本质上和问题之间具有不同的模糊性;其中一个重要的问题是解决网络问题。在这个贡献中,五边形嗜中性数的概念已经集中在一个独特的参考框架上。在这里,我们开发了一个新的分数函数,并从不同的角度对其进行了估计。此外,本文还考虑了一个基于时间计算的网络问题,并利用不同逻辑创新思维的涌入解决了这个问题。最后,该问题的总完成时间的计算反映了这项崇高工作的无能。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
A New Score Function of Pentagonal Neutrosophic Number and its Application in Networking Problem
The pentagonal neutrosophic number is an extended version of single typed neutrosophic number. Real-humankind problems have different sorts of ambiguity in nature and amongst them; one of the important problems is solving the networking problem. In this contribution, the conception of pentagonal neutrosophic numbers has been focused on a distinct framework of reference. Here, we develop a new score function and its estimation has been formulated from different perspectives. Further, a time computing-based networking problem is considered herein pentagonal neutrosophic arena and solved it using an influx of dissimilar logical innovative thinking. Lastly, the computation of the total completion time of the problem reflects the impotency of this noble work.
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