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Neutrosophic Assignment Problem via BnB Algorithm

机译:通过BNB算法使用中性学性分配问题

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This paper attempts to commence branch and bound technique to unravel the triangular fuzzy neutrosophic assignment problem (TFNAP). So far there are many researches based on fuzzy and intuitionistic fuzzy assignment problems; this is the first paper to deal with TFNAP which have been introduced as a simplification of crisp sets and intuitionistic fuzzy sets to indicate vague, imperfect, unsure, and incoherent notification about the existent world problem. Here a real-life agricultural problem where the farmer's objective is to locate the optimal assignment of paddocks to crops in such comportment that the total fertilizer cost becomes least is worked out to illustrate the efficiency of the branch and bound (BnB) algorithm in neutroshopic approach.
机译:本文试图开始分支和绑定技术来解开三角形模糊中性学源代理问题(TFNAP)。到目前为止,基于模糊和直觉模糊分配问题存在许多研究;这是第一份处理TFNAP的论文,该论文被引入为简化清晰的套装和直觉模糊集,以表明模糊,不完美,不确定,对存在的世界问题的通知。这里是农民目标的现实农业问题,即在这种型展示中定位围场的最佳分配,以说明总肥料成本最终的制定,以说明中性方法中的分支和结合(BNB)算法的效率。

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