新冠肺炎患者的神经网络适应度相关优化器

Maryam T. Abdulkhaleq , Tarik A. Rashid , Bryar A. Hassan , Abeer Alsadoon , Nebojsa Bacanin , Amit Chhabra , S. Vimal
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引用次数: 2

摘要

2019年在中国出现的被称为新冠肺炎的冠状病毒严重影响了全球健康,并成为世界各地卫生机构的巨大负担。这些影响今天仍在继续。限制病毒传播的一种策略是对疑似病例进行早期诊断,并在疾病进一步传播之前采取适当措施。这项工作旨在根据文本临床数据诊断和显示感染该疾病的概率。在这项工作中,我们使用了五种机器学习技术(GWO_MLP、GWO_CMLP、MGWO_MLP、FDO_MLP和FDO_CMLP),所有这些技术都旨在将新冠肺炎患者分为两类(阳性和阴性)。实验表明,所有使用的模型都有很好的结果。应用的方法表现出非常相似的性能,通常是在准确性方面。然而,在每个测试的数据集中,FDO_MLP和FDO_CMLP产生了100%准确度的最佳结果。其他模型的实验结果各不相同。得出的结论是,使用FDO算法作为学习算法的模型具有获得更高精度的可能性。然而,与其他算法相比,FDO具有最长的运行时间。新冠肺炎19模型的链接如下:https://github.com/Tarik4Rashid4/covid19models
本文章由计算机程序翻译,如有差异,请以英文原文为准。

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Fitness dependent optimizer with neural networks for COVID-19 patients

The Coronavirus, known as COVID-19, which appeared in 2019 in China, has significantly affected the global health and become a huge burden on health institutions all over the world. These effects are continuing today. One strategy for limiting the virus's transmission is to have an early diagnosis of suspected cases and take appropriate measures before the disease spreads further. This work aims to diagnose and show the probability of getting infected by the disease according to textual clinical data. In this work, we used five machine learning techniques (GWO_MLP, GWO_CMLP, MGWO_MLP, FDO_MLP, FDO_CMLP) all of which aim to classify Covid-19 patients into two categories (Positive and Negative). Experiments showed promising results for all used models. The applied methods showed very similar performance, typically in terms of accuracy. However, in each tested dataset, FDO_MLP and FDO_CMLP produced the best results with 100% accuracy. The other models' results varied from one experiment to the other. It is concluded that the models on which the FDO algorithm was used as a learning algorithm had the possibility of obtaining higher accuracy. However, it is found that FDO has the longest runtime compared to the other algorithms. The link to the Covid 19 models is found here: https://github.com/Tarik4Rashid4/covid19models

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5.90
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0.00%
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审稿时长
10 weeks
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