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    역정규 손실함수를 이용한 다변량 공정능력지수 = Multivariate Process Capability Index Using Inverted Normal Loss Function

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    https://www.riss.kr/link?id=A105428424

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    다국어 초록 (Multilingual Abstract) kakao i 다국어 번역

    In the industrial fields, the process capability index has been using to evaluate the variation of quality in the process. The traditional process capability indices such as Cp, Cpk, Cpm and C+pm have been applied in the industrial fields. These traditional process capability indices are mainly applied in the univariate analysis. However, the main streams in the recent industry are the multivariate manufacturing process and the multiple quality characteristics are corrected each other. Therefore, the multivariate statistical method should be used in the process capability analysis. The multivariate process indices need to be enhanced with more useful information and extensive application in the recent industrial fields. Hence, the purpose of the study is to develop a more effective multivariate process index (MCpI) using the multivariate inverted normal loss function. The multivariate inverted normal loss function has the flexibility for the any type of the symmetrical and asymmetrical loss functions as well as the economic information. Especially, the proposed modeling method for the multivariate inverted normal loss function (MINLF) and the expected loss from MINLF in this paper can be applied to the any type of the symmetrical and asymmetrical loss functions. And this modeling method can be easily expanded from a bivariate case to a multivariate case.
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    In the industrial fields, the process capability index has been using to evaluate the variation of quality in the process. The traditional process capability indices such as Cp, Cpk, Cpm and C+pm have been applied in the industrial fields. These tradi...

    In the industrial fields, the process capability index has been using to evaluate the variation of quality in the process. The traditional process capability indices such as Cp, Cpk, Cpm and C+pm have been applied in the industrial fields. These traditional process capability indices are mainly applied in the univariate analysis. However, the main streams in the recent industry are the multivariate manufacturing process and the multiple quality characteristics are corrected each other. Therefore, the multivariate statistical method should be used in the process capability analysis. The multivariate process indices need to be enhanced with more useful information and extensive application in the recent industrial fields. Hence, the purpose of the study is to develop a more effective multivariate process index (MCpI) using the multivariate inverted normal loss function. The multivariate inverted normal loss function has the flexibility for the any type of the symmetrical and asymmetrical loss functions as well as the economic information. Especially, the proposed modeling method for the multivariate inverted normal loss function (MINLF) and the expected loss from MINLF in this paper can be applied to the any type of the symmetrical and asymmetrical loss functions. And this modeling method can be easily expanded from a bivariate case to a multivariate case.

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    참고문헌 (Reference)

    1 정영배, "역정규 손실함수를 이용한 공정능력지수에 관한 연구" 한국품질경영학회 30 (30): 5-78, 2002

    2 정영배, "기대손실을 이용한 다변량 공정능력지수" 한국산업경영시스템학회 28 (28): 116-123, 2005

    3 정영배, "공정능력지수에 대한 비교와 적용" 한국산업경영시스템학회 30 (30): 182-189, 2007

    4 Boyles, R.A., "The Taguchi Capability index" 23 (23): 17-26, 1991

    5 Spiring, F.A., "The Reflected Normal Loss Function" 21 : 321-330, 1993

    6 Leung, B.P.K., "Some Properties of the Family of Inverted Probability Loss Functions" 1 (1): 125-147, 2004

    7 Hashemi, S.J., "Operational loss modeling for process facilities using multivariate loss functions" 104 : 333-345, 2015

    8 Drain, D., "Applications of the Upside-Down Normal Loss" 9 (9): 143-145, 1996

    9 Khan, F., "Application of loss functions in process economic risk assessment" 111 : 371-386, 2016

    10 Shahriari, H., "A multivariate process capability vector" Institute of Industrial Engineers 304-309, 1995

    1 정영배, "역정규 손실함수를 이용한 공정능력지수에 관한 연구" 한국품질경영학회 30 (30): 5-78, 2002

    2 정영배, "기대손실을 이용한 다변량 공정능력지수" 한국산업경영시스템학회 28 (28): 116-123, 2005

    3 정영배, "공정능력지수에 대한 비교와 적용" 한국산업경영시스템학회 30 (30): 182-189, 2007

    4 Boyles, R.A., "The Taguchi Capability index" 23 (23): 17-26, 1991

    5 Spiring, F.A., "The Reflected Normal Loss Function" 21 : 321-330, 1993

    6 Leung, B.P.K., "Some Properties of the Family of Inverted Probability Loss Functions" 1 (1): 125-147, 2004

    7 Hashemi, S.J., "Operational loss modeling for process facilities using multivariate loss functions" 104 : 333-345, 2015

    8 Drain, D., "Applications of the Upside-Down Normal Loss" 9 (9): 143-145, 1996

    9 Khan, F., "Application of loss functions in process economic risk assessment" 111 : 371-386, 2016

    10 Shahriari, H., "A multivariate process capability vector" Institute of Industrial Engineers 304-309, 1995

    11 Mun, H.J., "A Study on Multivariate Process Capability Index using Quality Loss Function" 25 (25): 1-10, 2002

    12 Taam, W., "A Note on Multivariate Capability Indices" 20 : 339-351, 1993

    13 Chan, L.K., "A New Measure of Process Capability : Cpm" 20 (20): 162-175, 1988

    14 Spiring, F.A., "A General Class of Loss Functions with Industrial Applications" 30 (30): 152-162, 1998

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    학술지 이력

    학술지 이력
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    학술지 인용정보

    학술지 인용정보
    기준연도 WOS-KCI 통합IF(2년) KCIF(2년) KCIF(3년)
    2016 0.34 0.34 0.3
    KCIF(4년) KCIF(5년) 중심성지수(3년) 즉시성지수
    0.28 0.28 0.37 0.16
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