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Data envelopment analysis approaches for solving the multiresponse problem in the Taguchi method
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Data envelopment analysis approaches for solving the multiresponse problem in the Taguchi method (2009)Data envelopment analysis approaches for …Data Envelopment Analysis (2016)Data Envelopment AnalysisDMAIC Approach to Improve the Capability of SMT Solder Printing Process (2008)DMAIC Approach to Improve the…Optimizing multi‐response problem in the Taguchi method by DEA based ranking method (2002)Optimizing multi‐response pro…Multi-response optimization in industrial experiments using Taguchi's quality loss function and principal component analysis (2000)Multi-response optimization i…Data Envelopment Analysis (2000)Data Envelopment AnalysisUnification of robust design and goal programming for multiresponse optimization-a case study (1997)Unification of robust design …The optimization of multi‐response problems in the Taguchi method (1997)The optimization of multi‐res…Multi-response robust design by principal component analysis (1997)Multi-response robust design …A closer look at the use of data envelopment analysis for technology selection (1997)A closer look at the use of d…STRATEGIES FOR ROBUST MULTIRESPONSE QUALITY ENGINEERING (1993)STRATEGIES FOR ROBUST MULTIRE…Taguchi methods, research and development (1992)Taguchi methods, research and…Quality Engineering Using Robust Design (1991)Quality Engineering Using Rob…Restricting Weight Flexibility in Data Envelopment Analysis (1990)Restricting Weight Flexibilit…Restricting Weight Flexibility in Data Envelopment Analysis (1990)Restricting Weight Flexibilit…Quality Engineering Using Robust Design (1990)Quality Engineering Using Rob…Measuring the efficiency of decision making units (1978)Measuring the efficiency of d…Simultaneous Optimization of Several Response Variables (1980)Empirical Model Building and Response Surfaces (1988)A Compromise Approach to Multiresponse Optimization (1998)An interactive desirability function method to multiresponse optimization (2008)Statistics for experimenters. An introduction to design, data analysis, and model building. (1978)Taguchi's Parameter Design: A Panel Discussion (1992)Response Surface Methodology: A Retrospective and Literature Survey (2004)Sequential Optimization and Reliability Assessment Method for Efficient Probabilistic Design (2004)The Measurement of Productive Efficiency (1957)A Procedure for Ranking Efficient Units in Data Envelopment Analysis (1993)A slacks-based measure of efficiency in data envelopment analysis (2001)Some Models for Estimating Technical and Scale Inefficiencies in Data Envelopment Analysis (1984)A unified framework for the selection of a Flexible Manufacturing System (1995)A multiple criteria approach to data envelopment analysis (1999)Allocating fixed costs and resources via data envelopment analysis (2003)On the Experimental Attainment of Optimum Conditions (1951)Multi-response optimization in friction properties of PBT composites using Taguchi method and principle component analysis (2005)Multi-response optimization using weighted principal component (2005)Optimization of multi-response processes using the VIKOR method (2006)The Application of Electronic Computers to Factor Analysis (1960)Quality management research by considering multi-response problems in the Taguchi method – a review (2004)An Introduction to ‘Benefit of the Doubt’ Composite Indicators (2006)Separation of ownership and control (2009)On the Methodological Framework of Composite Indices: A Review of the Issues of Weighting, Aggregation, and Robustness (2018)Robust Design: An Overview (2006)Response surface methodology (2010)Second stage DEA: Comparison of approaches for modelling the DEA score (2006)Using least squares and tobit in second stage DEA efficiency analyses (2008)Environmental efficiency analysis of transportation system in China: A non-radial DEA approach (2013)
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  • 1997Unification of robust design and goal programming for multiresponse optimization-a case study72 cited

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  • 2002Optimizing multi‐response problem in the Taguchi method by DEA based ranking method68 cited
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