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期刊名:Applied mathematical modelling

缩写:APPL MATH MODEL

ISSN:0307-904X

e-ISSN:1872-8480

IF/分区:5.1/Q1

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共收录本刊相关文章索引44
Clinical Trial Case Reports Meta-Analysis RCT Review Systematic Review
Classical Article Case Reports Clinical Study Clinical Trial Clinical Trial Protocol Comment Comparative Study Editorial Guideline Letter Meta-Analysis Multicenter Study Observational Study Randomized Controlled Trial Review Systematic Review
Min Li,Chao Zhang,Mingxv Ding et al. Min Li et al.
The storage and distribution of medical supplies are important parts of epidemic prevention and control. This paper first proposes a new nonsmooth two-stage stochastic equilibrium model of medical supplies in epidemic management. The first ...
S Y Tchoumi,M L Diagne,H Rwezaura et al. S Y Tchoumi et al.
Malaria, one of the longest-known vector-borne diseases, poses a major health problem in tropical and subtropical regions of the world. Its complexity is currently being exacerbated by the emerging COVID-19 pandemic and the threats of its s...
Liming Cai,Zhaoqing Li,Chayu Yang et al. Liming Cai et al.
In this paper, a multi-scale mathematical model for environmentally transmitted diseases is proposed which couples the pathogen-immune interaction inside the human body with the disease transmission at the population level. The model is bas...
Yuli Chen,Fawang Liu,Qiang Yu et al. Yuli Chen et al.
The global impact of corona virus (COVID-19) has been profound, and the public health threat it represents is the most serious seen in a respiratory virus since the 1918 influenza A(H1N1) pandemic. In this paper, we have focused on reviewin...
Clifford K Ho Clifford K Ho
An integrated modeling approach has been developed to better understand the relative impacts of different expiratory and environmental factors on airborne pathogen transport and transmission, motivated by the recent COVID-19 pandemic. Compu...
K M Furati,I O Sarumi,A Q M Khaliq K M Furati
COVID-19 pandemic has impacted people all across the world. As a result, there has been a collective effort to monitor, predict, and control the spread of this disease. Among this effort is the development of mathematical models that could ...
José Enrique Amaro,Jérémie Dudouet,José Nicolás Orce José Enrique Amaro
Several analytical models have been developed in this work to describe the evolution of fatalities arising from coronavirus COVID-19 worldwide. The Death or 'D' model is a simplified version of the well-known SIR (susceptible-infected-recov...
Xiao-Bing Zhang,Xiao-Hong Zhang Xiao-Bing Zhang
In this paper, a stochastic and a deterministic SIS epidemic model with isolation and varying total population size are proposed. For the deterministic model, we establish the threshold R 0. When R 0 is less than 1, the disease-free equilib...
Isam Al-Darabsah Isam Al-Darabsah
In this paper, we investigate the effects of the latent period on the dynamics of infectious disease with an imperfect vaccine. We assume a general incidence rate function with a non-monotonicity property to interpret the psychological effe...
Nikolay A Kudryashov,Mikhail A Chmykhov,Michael Vigdorowitsch Nikolay A Kudryashov
A classic two-parameter epidemiological SIR-model of the coronavirus propagation is considered. The first integrals of the system of non-linear equations are obtained. The Painlevé test shows that the system of equations is not integrable ...