A fractional-order SEIHDR model for COVID-19 with inter-city networked coupling effects
In the end of 2019, a new type of coronavirus first appeared in Wuhan. Through the real-data
of COVID-19 from January 23 to March 18, 2020, this paper proposes a fractional SEIHDR …
of COVID-19 from January 23 to March 18, 2020, this paper proposes a fractional SEIHDR …
A mathematical model of COVID‐19 with vaccination and treatment
We formulate and theoretically analyze a mathematical model of COVID‐19 transmission
mechanism incorporating vital dynamics of the disease and two key therapeutic measures …
mechanism incorporating vital dynamics of the disease and two key therapeutic measures …
Modeling the dynamics of rumor diffusion over complex networks
L Zhu, F Yang, G Guan, Z Zhang - Information Sciences, 2021 - Elsevier
Rumor propagation on complex networks is rapidly affecting people's life. As we all know,
the regulatory control of rumors by regulators has a specific impact on the spread of rumors …
the regulatory control of rumors by regulators has a specific impact on the spread of rumors …
Global sensitivity analysis in epidemiological modeling
X Lu, E Borgonovo - European journal of operational research, 2023 - Elsevier
Operations researchers worldwide rely extensively on quantitative simulations to model
alternative aspects of the COVID-19 pandemic. Proper uncertainty quantification and …
alternative aspects of the COVID-19 pandemic. Proper uncertainty quantification and …
Global dynamics and control of malicious signal transmission in wireless sensor networks
W Li, J Ji, L Huang, L Zhang - Nonlinear Analysis: Hybrid Systems, 2023 - Elsevier
This paper studies the global dynamics of a discontinuous delayed model of malicious
signal transmission in wireless sensor networks under the framework of differential …
signal transmission in wireless sensor networks under the framework of differential …
[PDF][PDF] Stability analysis of COVID-19 outbreak using Caputo-Fabrizio fractional differential equation
M Sivashankar, S Sabarinathan, V Govindan… - Aims Math, 2023 - researchgate.net
The main aim of this paper is to construct a mathematical model for the spread of SARS-CoV-
2 infection. We discuss the modified COVID-19 and change the model to fractional order …
2 infection. We discuss the modified COVID-19 and change the model to fractional order …
Anticipating the transmissibility of the 2022 mpox outbreak
T Liu, S Yang, B Luo, X Fan, Y Zhuang… - Journal of Medical …, 2023 - Wiley Online Library
An ongoing outbreak of monkeypox virus (MPXV) was first reported in the United Kingdom
on 6 May 2022. As of 17 November, there had been a total of 80 221 confirmed MPXV cases …
on 6 May 2022. As of 17 November, there had been a total of 80 221 confirmed MPXV cases …
Bifurcation and stability of a delayed SIS epidemic model with saturated incidence and treatment rates in heterogeneous networks
G Guan, Z Guo - Applied Mathematical Modelling, 2022 - Elsevier
In this paper, to characterize the limited availability of medical resources, we incorporate a
saturated treatment rate into a network-based susceptible-infected-susceptible (SIS) …
saturated treatment rate into a network-based susceptible-infected-susceptible (SIS) …
Global stability of multi-strain SEIR epidemic model with vaccination strategy
A three-strain SEIR epidemic model with a vaccination strategy is suggested and studied in
this work. This model is represented by a system of nine nonlinear ordinary differential …
this work. This model is represented by a system of nine nonlinear ordinary differential …
An approach for the global stability of mathematical model of an infectious disease
The global stability analysis for the mathematical model of an infectious disease is
discussed here. The endemic equilibrium is shown to be globally stable by using a …
discussed here. The endemic equilibrium is shown to be globally stable by using a …