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中文摘要：
基于k-可加模糊测度和Choquet积分理论，讨论基于关联的多属性决策分析问题的建模和求解．首先通过构建属性间的直接关联矩阵确定k值；然后依据Marichal熵理论求解属性和属性集的权重；利用Choquet积分计算方案的综合评价值并以此对方案进行排序；最后给出算例验证上述理论和方法的合理性．
英文摘要：
In this paper the model and solution of multi-attribute decision making （MADM） with interaction among attributes are analyzed based on k-additive fuzzy measure and Choquet integral. The optimal value of k is identified on the basis of direct-relationship matrix of attribute; the weights of attribute and their combines are determined through Marichal entropy; the synthetical values of the alternatives are computed by Choquet integral; and the alternatives are ranked. Finally, an example is given to verify our theories and methods.
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