首页|区域绿色设计能力评价的犹豫模糊多级优劣方法

区域绿色设计能力评价的犹豫模糊多级优劣方法

扫码查看
原文链接
  • NETL
  • NSTL
  • 万方数据
区域绿色设计能力评价是反映区域绿色设计现状并实现人类活动与自然环境相协调的重要环节.针对该评价问题,在SIR框架下以NAIADE偏好函数表征专家群体偏好,提出了 一种犹豫模糊多级优劣方法(HF-SIADE).首先,以犹豫模糊元(HFE)为评价信息载体,以全面刻画专家组对区域绿色设计能力评价的意见;其次,针对区域绿色设计能力评价应考虑专家群体偏好及直观明确具体优劣强度信息的情况,提出并论证了一类体现四级优劣程度功能的HF偏好函数;再次,借鉴TOPSIS贴近度思想,设计了一种兼顾4种优劣关系的优劣势流,以获得含质变性优先关系的优劣排序.最后,以西南5省绿色设计能力评价为例辅以对比分析,所得评价结果与实际情况更相符,验证了该方法的可行性与有效性.研究证实,该方法综合考虑了决策者偏好表达、质变性的优劣强度信息表征,具有一定的理论参考价值.
A Hesitant Fuzzy Multi-Level Superiority and Inferiority Method for Evaluating Regional Green Design Capability
The evaluation of regional green design capability is an important link to reflect the current state of re-gional green design and achieve the coordination of human activities and the natural environment.To address this evaluation issue,a hesitant fuzzy multi-level superiority and inferiority ranking method(HF-SIADE)is pro-posed,representing expert group preferences using the N AI ADE preference function under the SIR framework.Firstly,the hesitant fuzzy element(HFE)is used as the evaluation information carrier to comprehensively de-scribe the opinions of the expert group in evaluating regional green design capability.Secondly,for the evaluation of regional green design capability,the preferences of expert groups should be considered,and the specific inten-sity information of superiority and inferiority should be intuitively defined.A class of HF preference functions,re-flecting four-level superiority and inferiority,is proposed and demonstrated.Thirdly,to obtain the ranking of su-periority and inferiority with qualitative changes,a superiority and inferiority flow that takes into account four kinds of preference relations is designed based on the TOPSIS closeness idea.Finally,using the evaluation of green design capabilities in five southwestern provinces as an example and supplemented with comparative analy-sis,the evaluation results obtained are more consistent with the actual situation,verifying the feasibility and effec-tiveness of this method.Research confirms that this method comprehensively considers the expression of decision makers'preferences and the strength information representation of qualitative variability,and has a certain theoret-ical reference value.

regional green designHesitant Fuzzy Set(HFS)NAIADE preference functionSIR methodsuperi-ority and inferiority ranking

彭定洪、郑益

展开 >

昆明理工大学管理与经济学院,云南昆明 650500

昆明理工大学质量发展研究院,云南昆明 650500

区域绿色设计 犹豫模糊集 NAIADE偏好函数 SIR 优劣排序

国家自然科学基金项目国家自然科学基金项目云南省基础研究计划项目云南省哲学社会科学规划项目

7226102071861018202201AT070190YB2019067

2024

10.16112/j.cnki.53-1223/n.2024.04.294

昆明理工大学学报(自然科学版)
昆明理工大学

昆明理工大学学报(自然科学版)

CSTPCD北大核心
影响因子：0.516
ISSN：1007-855X
年,卷(期)：2024.49(4)
  • 17