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Neutrosophic programming approach to multiobjective nonlinear transportation problem with fuzzy parameters

机译:模糊参数多目标非线性运输问题的中性学编程方法

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摘要

In any decision-making process, it is often observed that due to some doubt or hesitation, it is quite difficult for decision maker(s) to specify the precise/crisp value of any parameters which results in the existence of uncertainty among parameter. In this study, a multiobjective nonlinear transportation problem (MO-NTP) has been formulated with fuzzy parameters. The nonlinearity occurs in cost function due to the existence of extra cost in the fixed cost which has been discussed briefly. The solution method, neutrosophic compromise programming approach (NCPA), based on neutrosophic decision set has been investigated which contains the concept of indeterminacy degree along with membership and non-membership degree of different objectives. It also provides an effective framework which reflects the reality involved in any decision making process. In order to show the validity and suitability of NCPA, a numerical example has been presented. The superiority of the NCPA has been shown by doing a comparative study with other existing approaches.
机译:在任何决策过程中,经常观察到,由于一些疑问或犹豫,决策者非常困难,以指定任何参数的精确/清晰值,导致参数之间存在不确定性。在本研究中,已经用模糊参数配制了多目标非线性运输问题(MO-NTP)。由于在已经简要讨论的固定成本中存在额外成本,因此非线性发生在成本函数中。基于中性学决策组的解决方法,中性损伤编程方法(NCPA)已经研究了包含不确定性程度的概念以及不同目标的成员资格和非员额。它还提供了一种有效的框架,反映了任何决策过程所涉及的现实。为了显示NCPA的有效性和适用性,已经提出了一个数值示例。通过与其他现有方法进行比较研究,已经显示了NCPA的优越性。

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