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使用基于度的拓扑指数和WASPAS方法对偏头痛治疗药物进行曲线回归分析和排序。

Curvilinear regression analysis and ranking of migraine treatment drugs using degree-based topological indices and the WASPAS method.

作者信息

Rasheed Muhammad Waheed

机构信息

Department of Mathematics, COMSATS University Islamabad, Vehari Campus, 61100, Vehari, Pakistan.

出版信息

Comput Biol Med. 2025 Mar;186:109657. doi: 10.1016/j.compbiomed.2025.109657. Epub 2025 Jan 6.

Abstract

Topological indices, derived from molecular graphs, provide valuable numerical descriptors for the comprehensive analysis of pharmaceuticals. These indices are pivotal in the physicochemical characterization and predictive assessment of various drugs. In this study, we calculate several degree-based topological indices for a range of migraine treatment medications, including aspirin, caffeine, eletriptan, ergotamine, sumatriptan, rizatriptan, verapamil, diclofenac, frovatriptan, and droperidol. The process involves several steps: data collection on the molecular structures of migraine drugs and their corresponding biological activities, followed by the calculation of descriptors that represent key features of molecules. Calculating the values of these descriptors, we use vertex degree, edge division, and the counting degree technique. We employ curvilinear regression models, including linear, quadratic, and cubic regressions, to analyze each topological indicator. This research emphasizes the application of curvilinear regression techniques and performs extensive testing using these models to enhance the understanding of drug properties. The Weighted Aggregated Sum Product Assessment (WASPAS) method is applied to evaluate and rank these drugs based on various topological indices attributes, integrating both the weighted sum model and the weighted product model to provide a comprehensive assessment.

摘要

源自分子图的拓扑指数为药物的综合分析提供了有价值的数值描述符。这些指数在各种药物的物理化学表征和预测评估中起着关键作用。在本研究中,我们计算了一系列偏头痛治疗药物的几种基于度的拓扑指数,这些药物包括阿司匹林、咖啡因、依立曲坦、麦角胺、舒马曲坦、利扎曲坦、维拉帕米、双氯芬酸、夫罗曲坦和氟哌利多。该过程涉及几个步骤:收集偏头痛药物的分子结构及其相应生物活性的数据,然后计算代表分子关键特征的描述符。在计算这些描述符的值时,我们使用顶点度、边划分和计数度技术。我们采用曲线回归模型,包括线性、二次和三次回归,来分析每个拓扑指标。本研究强调曲线回归技术的应用,并使用这些模型进行广泛测试,以增强对药物性质的理解。应用加权聚合和积评估(WASPAS)方法,基于各种拓扑指数属性对这些药物进行评估和排名,将加权和模型与加权积模型相结合,以提供全面评估。

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