[2002. 05. 19. - 2002. 05. 21.] 박사과정 정인준, IERC 학회 발표
작성자
quality
작성일
2020-02-16 00:29
조회
2087
품질공학연구실 박사과정 정인준씨가 2002년 5월 19~21일 미국 플로리다주 올란도에서 개최된 IIE Annual Conference (IERC) 학술대회에 참가하였습니다.
발표주제는 "An Interactive Optimization Approach to Multiple Response Surface Problems"입니다.
<요약문>
A common problem encountered in product or process design is the selection of optimal parameters that involves simultaneous consideration of multiple response characteristics, called a multiple response surface problem. There are several approaches proposed for multiple response surface optimization (MRO), including the desirability function approach and the loss function approach. The existing MRO approaches require that all the preference information of the decision maker be extracted prior to solving the problem. However, the prior preference articulation is difficult to implement in practice. This paper proposes to use an interactive optimization approach to the MRO problem to overcome the common limitations of the existing approaches. In particular, we demonstrate the use of the Step method, one of the well-known interactive optimization methods in the multiple objective optimization literature, in solving an MRO problem.
발표주제는 "An Interactive Optimization Approach to Multiple Response Surface Problems"입니다.
<요약문>
A common problem encountered in product or process design is the selection of optimal parameters that involves simultaneous consideration of multiple response characteristics, called a multiple response surface problem. There are several approaches proposed for multiple response surface optimization (MRO), including the desirability function approach and the loss function approach. The existing MRO approaches require that all the preference information of the decision maker be extracted prior to solving the problem. However, the prior preference articulation is difficult to implement in practice. This paper proposes to use an interactive optimization approach to the MRO problem to overcome the common limitations of the existing approaches. In particular, we demonstrate the use of the Step method, one of the well-known interactive optimization methods in the multiple objective optimization literature, in solving an MRO problem.
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