Quality Insights: A pi tail mathematical postulation of the limit of quality

A. Badiru
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Abstract

In the pursuit of better quality under the spirit of continuous improvement, it is appropriate to inquire about the potential limit of quality. Using quality engineering and technology tools and techniques, can we continue to improve quality indefinitely, inching toward the limit of quality ever so infinitesimally? This paper presents a postulation of an asymptomatic approach to the limit of quality based on the mathematical reasoning of pi. While there is no mathematical correlation of pi to the physical quality of a product, it is interesting and inspirational to conduct research on the move toward the best possible point on the quality curve. In this regard, the motivational question is 'what is the limit of quality?' The methodology of this paper suggests some interesting analogies.
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质量洞察:质量极限的π尾数学假设
在不断改进的精神下追求更好的质量,探讨质量的潜在极限是合适的。使用质量工程和技术工具和技术,我们是否可以无限期地继续提高质量,无限地向质量的极限迈进?本文基于pi的数学推理,提出了一种无症状的质量极限方法。虽然π与产品的物理质量没有数学相关性,但对质量曲线上的最佳点进行研究是有趣和鼓舞人心的。在这方面,动机问题是“质量的极限是什么?”本文的方法论提出了一些有趣的类比。
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来源期刊
International Journal of Quality Engineering and Technology
International Journal of Quality Engineering and Technology Engineering-Safety, Risk, Reliability and Quality
CiteScore
0.40
自引率
0.00%
发文量
1
期刊介绍: IJQET fosters the exchange and dissemination of research publications aimed at the latest developments in all areas of quality engineering. The thrust of this international journal is to publish original full-length articles on experimental and theoretical basic research with scholarly rigour. IJQET particularly welcomes those emerging methodologies and techniques in concise and quantitative expressions of the theoretical and practical engineering and science disciplines.
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