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Journal of Quality Technology
A Quarterly Journal of Methods, Applications and Related Topics
Volume 33, 2001 - Issue 4
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Articles

The Optimum Target Value under Single and Two-Stage Screenings

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Pages 506-514 | Published online: 20 Feb 2018

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Read on this site (10)

PaulL. Goethals & Byung Rae Cho. (2012) Designing the optimal process mean vector for mixed multiple quality characteristics. IIE Transactions 44:11, pages 1002-1021.
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Chung-Ho Chen & Chih-Lun Lu. (2011) Optimum profit model considering production, quality and sale problem. International Journal of Systems Science 42:12, pages 1917-1933.
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S.O. Duffuaa, U.M. Al-Turki & A.A. Kolus. (2009) Process-targeting model for a product with two dependent quality characteristics using acceptance sampling plans. International Journal of Production Research 47:14, pages 4031-4046.
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Min Koo Lee, Hyuck Moo Kwon, Sung Hoon Hong & Jae Won Ha. (2006) Economic selection of sub-process mean values for a mixture production process. International Journal of Production Research 44:20, pages 4367-4376.
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Chung-Ho Chen. (2006) The Modified Pulak and Al-Sultan's Model for Determining the Optimum Process Parameters. Communications in Statistics - Theory and Methods 35:10, pages 1767-1778.
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Sung Hoon Hong, Hyuck-Moo Kwon, Min Koo Lee & Byung Rae Cho. (2006) Joint optimization in process target and tolerance limit for -type quality characteristics. International Journal of Production Research 44:15, pages 3051-3060.
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Chung-Ho Chen. (2006) THE OPTIMUM SELECTION OF IMPERFECT QUALITY ECONOMIC MANUFACTURING QUANTITY AND PROCESS MEAN BY CONSIDERING QUADRATIC QUALITY LOSS FUNCTION. Journal of the Chinese Institute of Industrial Engineers 23:1, pages 12-19.
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Chung-Ho Chen. (2005) Determining the optimum process mean under a Gamma distribution. Journal of Statistics and Management Systems 8:1, pages 177-185.
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Chung-Ho Chen & Chao-Yu Chou. (2003) DETERMINING THE OPTIMUM PROCESS MEAN UNDER A BETA DISTRIBUTION. Journal of the Chinese Institute of Industrial Engineers 20:1, pages 27-32.
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Ahmet Kolus & Salih Duffuaa. Determining optimal process means in a multi-stage production system with inspection errors in 100% inspection. Quality Technology & Quantitative Management 0:0, pages 1-26.
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Articles from other publishers (20)

Cheol Eun Jeong, Hyuck Moo Kwon, Sung Hoon Hong, Taeho Park & Min Koo Lee. (2015) Determination of optimum target values for a tool wear process based on a surrogate variable. The International Journal of Advanced Manufacturing Technology 84:9-12, pages 2491-2497.
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Nan-Cheng Su, Jyun-You Chiang, Sheau-Chiann Chen, Tzong-Ru Tsai & Yu Shyr. (2014) Economic design of two-stage control charts with skewed and dependent measurements. The International Journal of Advanced Manufacturing Technology 73:9-12, pages 1387-1397.
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M.A. Darwish, F. Abdulmalek & M. Alkhedher. (2013) Optimal selection of process mean for a stochastic inventory model. European Journal of Operational Research 226:3, pages 481-490.
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Kirsten Bjørkestøl, Edvard Sivertsen & Tormod Næs. (2012) Optimization of two‐step batch processes and the method of compensation for random error. Journal of Chemometrics 26:6, pages 311-321.
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Tzong-Ru Tsai, Jyun-You Chiang & Shing I. Chang. (2011) Economic design of two-stage non-central chi-square charts for dependent variables. Computers & Industrial Engineering 61:4, pages 970-980.
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TZONG-RU TSAI, JYUN-YOU CHIANG & SHING I CHANG. (2011) A DESIGN OF OPTIMUM SCREENING PROCEDURE USING SURROGATE VARIABLE. International Journal of Reliability, Quality and Safety Engineering 18:03, pages 251-269.
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Chung-Ho Chen & Chih-Lun Lu. (2011) Optimum profit model based on order quantity, product price, and process quality level. Expert Systems with Applications 38:6, pages 7886-7893.
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Taeho Park, Hyuck Moo Kwon, Sung-Hoon Hong & Min Koo Lee. (2011) The optimum common process mean and screening limits for a production process with multiple products. Computers & Industrial Engineering 60:1, pages 158-163.
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I-Ping Huang & Chiuh-Cheng Chyu. (2009) A biobjective economic model for a two-level supply chain production process. A biobjective economic model for a two-level supply chain production process.
Chung-Ho Chen & Hui-Sung Kao. (2009) The determination of optimum process mean and screening limits based on quality loss function. Expert Systems with Applications 36:3, pages 7332-7335.
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Yen-Chang Chang, Cheng-Wen Chang & Wen-Liang Hung. (2007) Determining the optimal process means under mixture normal distributions. Quality & Quantity 42:6, pages 711-718.
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K. Tahera, W. M. Chan & R. N. Ibrahim. (2007) Joint determination of process mean and production run: A review. The International Journal of Advanced Manufacturing Technology 39:3-4, pages 388-400.
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Mohammad T. Khasawneh, Shannon R. Bowling & Byung Rae Cho. (2008) A Markovian approach to determining process means with dual quality characteristics. Journal of Systems Science and Systems Engineering 17:1, pages 66-85.
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Sung Hoon Hong & Byung Rae Cho. (2007) Joint optimization of process target mean and tolerance limits with measurement errors under multi-decision alternatives. European Journal of Operational Research 183:1, pages 327-335.
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Chung-Ho Chen & Min-Tsai Lai. (2007) Determining the optimum process mean based on quadratic quality loss function and rectifying inspection plan. European Journal of Operational Research 182:2, pages 755-763.
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Min Koo Lee, Hyuck Moo Kwon, Sung Hoon Hong & Young Jin Kim. (2007) Determination of the optimum target value for a production process with multiple products. International Journal of Production Economics 107:1, pages 173-178.
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Chung-Ho Chen. (2005) Determining the optimum process mean for a mixed quality loss function. The International Journal of Advanced Manufacturing Technology 28:5-6, pages 571-576.
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Chung-Ho Chen & Chao-Yu Chou. (2005) Determining the Optimum Process Mean under a Log-normal Distribution. Quality & Quantity 39:1, pages 119-124.
Crossref
Min Koo Lee, Hyuck Moo Kwon, Young Jin Kim & Jongho Bae. 2005. Computational Science and Its Applications – ICCSA 2005. Computational Science and Its Applications – ICCSA 2005 232 240 .
C.H. Chen. (2004) Determining the optimum process mean based on asymmetric quality loss function and rectifying inspection plan. Determining the optimum process mean based on asymmetric quality loss function and rectifying inspection plan.

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