Scientific Reports·8月28日 · 周五论文智慧农业 / 农业物联网阅读 3

AI-driven circular plastic recycling model based on q-Fractional fuzzy Z-information

Sana Ahmed · Shahzaib Ashraf · Nadeem Salamat 等 4 人

论文解读
0未达精选线
速览

提出基于AI和q-分数模糊Z数的循环塑料回收决策框架,优化回收策略。

方法

结合AI与q-FFZN,使用Sugeno-Weber聚合算子和WASPAS对比。

发现

该框架在不确定信息下提供稳定排序,有效选择最佳回收策略。

机会点

可扩展至其他复杂工业决策,结合AI与模糊理论处理不确定性和可靠性。

影响力0
信息增量0
专业深度0
信源权威0
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该论文聚焦塑料回收决策框架,与三农、农业信息化、智慧农业等主题无关,不进入每日精选。

原文摘要

This study focuses on creating an AI-based circular plastic recycling decision-making framework to enhance the sustainability and operational efficiency of plastic waste management systems in a decision-making environment with unknown decision conditions. The proposed recycling facility utilizes artificial intelligence to improve plastic sorting, processing, and resource recovery; and minimize environmental impacts. In order to select the optimal recycling strategies, a multi-criteria decision making (MCDM) framework is presented that is based on the recently developed q-Fractional Fuzzy Z-Numbers (q-FFZNs). To achieve more realistically realistic decision analysis, the proposed model introduces Sugeno-Weber aggregation operators to take into account uncertainty and the reliability of expert evaluations simultaneously. The potential applicability of the proposed framework is illustrated by a case study on an AI based circular plastics recycling plant, where recycling alternatives are assessed based on economic, environmental, energy consumption and process efficiency. For further comparison, the ranking performance of the proposed approach is validated by comparing it with WASPAS method. The outcomes show that the proposed approach based on the q-FFZN framework offers stable and stable rankings and is suitable for dealing with uncertain information and information based on reliability, which helps to find the best recycling strategy. The detailed framework proposed in this work is an efficient decision support tool for sustainable plastic recycling and can be extended to other complex industrial decision-making problems with uncertain information.

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