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A Variable Acceptance Sampling Plan under Neutrosophic Statistical Interval Method

机译:中智统计区间法下的可变验收抽样方案

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The acceptance sampling plan plays an important role in maintaining the high quality of a product. The variable control chart, using classical statistics, helps in making acceptance or rejection decisions about the submitted lot of the product. Furthermore, the sampling plan, using classical statistics, assumes the complete or determinate information available about a lot of product. However, in some situations, data may be ambiguous, vague, imprecise, and incomplete or indeterminate. In this case, the use of neutrosophic statistics can be applied to guide the experimenters. In this paper, we originally proposed a new variable sampling plan using the neutrosophic interval statistical method. The neutrosophic operating characteristic (NOC) is derived using the neutrosophic normal distribution. The optimization solution is also presented for the proposed plan under the neutrosophic interval method. The effectiveness of the proposed plan is compared with the plan under classical statistics. The tables are presented for practical use and a real example is given to explain the neutrosophic fuzzy variable sampling plan in the industry.
机译:验收抽样计划在保持产品高质量方面起着重要作用。使用经典统计数据的可变控制图有助于做出有关所提交产品批次的接受或拒绝决定。此外,使用经典统计数据的抽样计划假定有关许多产品的完整或确定信息。但是,在某些情况下,数据可能是模棱两可,含糊不清,不准确,不完整或不确定的。在这种情况下,可以使用中智统计方法来指导实验者。在本文中,我们最初使用中智间隔统计方法提出了一个新的变量抽样计划。中智操作特性(NOC)是使用中智正态分布得出的。在中智间隔法的基础上,针对所提出的方案提出了优化方案。将拟议计划的有效性与经典统计下的计划进行了比较。这些表是为实际使用而提出的,并给出了一个实际的例子来说明行业中的中智模糊变量采样计划。

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