Document Type

Article

Publication Date

1-1-1998

Publication Title

Economic Quality Control

Abstract

Quality is understood as a set of features that determine how a product fits to satisfy certain needs. Therefore, a set of measurements X1, X2,…, Xn characterizes each product, and also serves as information in evaluation of product's quality. Individual measurements Xi are quantitative (numerical) or qualitative (non-numerical) variables expressing the value of the ith index of quality. Evaluation of the overall level of quality, comparison of similar products, measuring and reporting quality improvement and other related problems need construction of some integral quality index Q in which all individual measurements are taken into account. Several proposals for integral quality indices, such as differential approach, weighted means, mixed method, generalized index, algorithmic methods as KORTER, and PATTERN, and a multiplicative integral index are considered. A brief discussion of the properties of each approach is provided, Advantages and disadvantages are pointed out. Examples of how to find the product that exhibits the best fit to its multivariate quality index, and how to rate products according to their quality in a set of similar products are briefly shown.

Volume

13

Issue

2

First Page

117

Last Page

128

DOI

unknown

ISSN

0940-5151

Comments

Publisher document url unknown.

Rights

© 1998 Walter de Gruyter GmbH. Posted with permission.

Included in

Mathematics Commons

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