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A study of the fractional-order mathematical model of diabetes and its resulting complications

机译:糖尿病分数数学模型的研究及其并发症

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Diabetes is a worldwide problem that affects one of every 11 persons nowadays. The IDF Diabetes Atlas (Eighth edition, 2017) states that approximately 415 million people in the world are living with the disease and that this number will rise to 629 million by the year 2045. It is a very serious problem of the world. A major part of the world population is affected by this disease and its resulting complications. In this paper, we propose to investigate a fractional-order model of diabetes and its resulting complications. The mathematical model's parameters define the population of diabetic patients and those who are diabetic with complications at a given time t. We have also discussed the existence, uniqueness, and stability of the fractional-order model, which we consider here. We make use of the homotopy decomposition method (HDM) in order to solve the problem.
机译:糖尿病是一个全球问题,它现在影响每11人中一个。 IDF糖尿病阿特拉斯(2017年第八版)指出,世界上约有4.15万人与疾病为生,而这一数字将在2045年上升到6.29亿。这是世界上非常严重的问题。 世界人口的主要部分受到这种疾病的影响及其产生的并发症。 在本文中,我们建议调查糖尿病的分数阶模型及其产生的并发症。 数学模型的参数定义了糖尿病患者的群体,以及在给定时间t的并发症中的糖尿病患者的群体。 我们还讨论了我们考虑的分数阶模型的存在,独特性和稳定性。 我们利用同型分解方法(HDM)以解决问题。

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