CAJ | 학술논문

　　提出了区间直觉模糊连续熵，并且研究了一种新的处理区间直觉模糊多属性决策问题的方法。基于连续有序加权平均（COWA）算子，给出了区间直觉模糊连续熵的概念，并且证明了区间直觉模糊连续熵满足区间直觉模糊熵的公理化定义的四个条件。在此基础上，针对属性权重信息完全未知的决策问题，通过衡量每一属性所含的信息量来确定属性权重。依据备选方案与理想方案间的加权相关系数，给出了一种新的区间直觉模糊多属性决策方法。实验结果验证了新的决策方法的可行性和有效性。
　　제출료구간직각모호련속적，병차연구료일충신적처리구간직각모호다속성결책문제적방법。기우련속유서가권평균（COWA）산자，급출료구간직각모호련속적적개념，병차증명료구간직각모호련속적만족구간직각모호적적공이화정의적사개조건。재차기출상，침대속성권중신식완전미지적결책문제，통과형량매일속성소함적신식량래학정속성권중。의거비선방안여이상방안간적가권상관계수，급출료일충신적구간직각모호다속성결책방법。실험결과험증료신적결책방법적가행성화유효성。
This paper proposes the concept of interval-valued intuitionistic fuzzy continuous entropy, and develops a new method for interval-valued intuitionistic fuzzy multi-attribute decision-making problems. It presents the concept of the interval-valued intu-itionistic fuzzy continuous entropy, which is based on the Continuous Ordered Weighted Average(COWA)operator. Then, it proves that the interval-valued intuitionistic fuzzy continuous entropy satisfies four axiomatic requirements of interval-valued intuitionistic fuzzy entropy. It chooses attribute weights according to the information quantity of every alternative depending on IVIF continuous entropy aiming at the decision making problems with completely unknown attribute weights information. Accord-ing to the weighted correlation coefficient between an alternative and the ideal alternative, a new method for interval-valued intu-itionistic fuzzy multi-attribute decision-making problems is proposed. A practical example shows the feasibility and validity of the proposed decision making method.