传染病(COVID-19)预测模型的建立

C. Nalini, R. Kumari, M. Bhuvaneswari, V. S. Dheepthikaa, M. L. Nandhini
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引用次数: 3

摘要

新冠肺炎疫情在全球范围内蔓延,使人类处于危险之中。由于这种疾病的巨大传染性和传染性,毫无疑问,最大经济体的资源受到关注。ML模型的极限是测量即将受到传染病影响的患者数量,这种传染病目前被认为是对人类的一种可以想象的威胁。它于2019年12月在中国湖北地区的省会武汉首次出现。本研究的目的是利用来自全球最受影响地区的COVID-19开放数据集,利用人工智能计算提出一个设想模型。模拟智能雕像帮助我们实现这一目标。倒退模型是一种可控制的人工智能策略,用于聚合海量数据。本调查拟应用多元线性回归预测1天和14天范围内断言和销毁的COVID-19病例数量。测试结果解释了猜想中90%的不规则性。计算使用螺旋组织进行调查,例如,平均绝对误差(MAE),均方根误差(RMSE),以及全球最受影响地区的精度。©2021美国物理学会。版权所有。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Development of forecasting model for infectious disease (COVID-19)
The spread of COVID-19 in the whole world has placed mankind in harm's way. The resources of unquestionably the greatest economies are concerned due to the immense infectivity and infectiousness of this ailment. The limit of ML models to measure the amount of impending patients impacted by infectious disease which is currently considered as an imaginable threat to mankind. It was first perceived in December 2019 in Wuhan, the capital of China's Hubei area. The objective of this investigation is to propose an envisioning model using the COVID-19 open dataset from top impacted regions across the world using AI computations. Simulated intelligence figurines help us with achieving this objective. Backslide models are one of the controlled AI strategies to aggregate tremendous degree data. This investigation intends to apply Multivariate Linear Regression to predict the amount of asserted and destroyed COVID-19 cases for a scope of one and fourteen days. The test outcomes explain 90% irregularity in conjecture. The computations are surveyed using the screw up organization, for instance, Mean Absolute Error (MAE), Root Mean Squared Error (RMSE), and precision for top affected locales across the world. © 2021 American Institute of Physics Inc.. All rights reserved.
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