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Extended prioritizing of store plan alternatives produced with shape grammar using the generalized Choquet integral method

机译:使用广义Choquet积分方法对使用形状语法生成的存储计划替代方案进行扩展优先级排序

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In the previous paper, the store plan alternatives produced with shape grammar were evaluated using two of multi-criteria decision making techniques with triangular fuzzy numbers, namely fuzzy Analytic Hierarchy Process and fuzzy ANP. In addition to fuzzy Analytic Hierarchy Process and fuzzy ANP results, another multi-criteria decision making technique, the generalized Choquet integral method with trapezoidal fuzzy numbers, is used for evaluation and the result of this method is compared with fuzzy Analytic Hierarchy Process and fuzzy ANP results. The main contribution of this paper is to determine the interdependency among main criteria and subcriteria, the nonlinear relationship among them and the environmental uncertainties while prioritizing plan alternatives using the generalized Choquet integral method with the experts' same data that evaluated in the previous study. To the authors' knowledge, this will be the first interdisciplinary study which uses the generalized Choquet integral method in the field of architectural design.
机译:在前一篇论文中,使用两种具有三角模糊数的多准则决策技术,即模糊分析层次过程和模糊ANP,对形状语法产生的存储计划替代方案进行了评估。除模糊层次分析法和模糊ANP结果外,另一种多准则决策技术,梯形模糊数的广义Choquet积分法,用于评估,并将该方法的结果与模糊层次分析法和模糊ANP进行比较。结果。本文的主要贡献是确定主要标准和子标准之间的相互依赖性,它们之间的非线性关系以及环境不确定性,同时使用广义Choquet积分法并与先前研究中评估的专家相同的数据对计划替代方案进行优先排序。据作者所知,这将是建筑设计领域中首次使用广义Choquet积分方法的跨学科研究。

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