[HTML][HTML] Non-standard computational analysis of the stochastic COVID-19 pandemic model: An application of computational biology
The present study is conducted to analyse the computational dynamical analysis of the
stochastic susceptible-infected-recovered pandemic model of the novel coronavirus. We …
stochastic susceptible-infected-recovered pandemic model of the novel coronavirus. We …
Improved COVID-19 detection with chest x-ray images using deep learning
The novel coronavirus disease, which originated in Wuhan, developed into a severe public
health problem worldwide. Immense stress in the society and health department was …
health problem worldwide. Immense stress in the society and health department was …
Dynamic analysis and optimal control of a stochastic COVID-19 model
G Zhang, Z Li, A Din, T Chen - Mathematics and Computers in Simulation, 2024 - Elsevier
In this paper, we construct a stochastic SAIR (Susceptible–Asymptomatic–Infected–
Removed) epidemic model to study the dynamic and control strategy of COVID-19. The …
Removed) epidemic model to study the dynamic and control strategy of COVID-19. The …
Dynamic of the smooth positons of the higher-order Chen–Lee–Liu equation
Based on the degenerate Darboux transformation, the n-positon solution of the higher-order
Chen–Lee–Liu (HOCLL) equation are obtained by the special limit λ j→ λ 1 taking from the …
Chen–Lee–Liu (HOCLL) equation are obtained by the special limit λ j→ λ 1 taking from the …
Mathematical modeling and simulation for COVID-19 with mutant and quarantined strategy
A new nonlinear dynamics model named SEIMQR (Susceptible-Exposed-Infected-Mutant-
Quarantined-Recovered) is proposed to study the transmission mechanism of COVID-19 …
Quarantined-Recovered) is proposed to study the transmission mechanism of COVID-19 …
Dynamics of a fractional order mathematical model for COVID-19 epidemic transmission
To achieve the aim of immediately halting spread of COVID-19 it is essential to know the
dynamic behavior of the virus of intensive level of replication. Simply analyzing experimental …
dynamic behavior of the virus of intensive level of replication. Simply analyzing experimental …
[HTML][HTML] The Volterra-Lyapunov matrix theory and nonstandard finite difference scheme to study a dynamical system
A compartmental model is considered to study the transmission dynamics of COVID-19. The
proposed model is investigated for different results by using Volterra-Lyapunov (VL) matrix …
proposed model is investigated for different results by using Volterra-Lyapunov (VL) matrix …
[HTML][HTML] RETRACTED: SIR model for the spread of COVID-19: A case study
The Editor of Operations Research Perspectives has retracted the publication based on
evidence that the authors have plagiarized parts from another paper. The original …
evidence that the authors have plagiarized parts from another paper. The original …
Improving the performance of deep learning models using statistical features: The case study of COVID‐19 forecasting
COVID‐19 pandemic has affected all aspects of people's lives and disrupted the economy.
Forecasting the number of cases infected with this virus can help authorities make accurate …
Forecasting the number of cases infected with this virus can help authorities make accurate …
[HTML][HTML] Modeling and transmission dynamics of Zika virus through efficient numerical method
Zika virus infection is a vastly transmitted disease among humans. It was carried worldwide
by international travelers. In 2016, Zika virus infection was present in more than 20 countries …
by international travelers. In 2016, Zika virus infection was present in more than 20 countries …