This study focuses on a nonlinear deterministic mathematical model for coffee berry borer(Hypothenemus hampei)with temperature and rainfall variability.In the model analysis,CBB free and coexistence equilibria are com...
supported by Science and Technology Commission of Shanghai Municipality under Grant No.21692106500;the Fundamental Research Funds for the Central Universities under Grant No.DUT20YG125。
In this paper,we aim to minimize the epidemic size of tungiasis disease and economic costs simultaneously,with terminal demands for infected humans.A human-jigger parasite control system with four control schemes for ...
We propose a mathematical model studying a within-host infection dynamics of SARSCoV-2 in pneumocytes.This model incorporates immune response,vaccination and antiviral drugs.The crucial properties of the model-the exi...
Jose Francisco Gomez Aguilar acknowledges the support provided by CONACyT:Catedras CONACyT para jovenes investigadores 2014 and SNI-CONACyT.
This paper considers stability analysis of a Susceptible-Exposed-Infected-Recovered-Virus(SEIRV)model with nonlinear incidence rates and indicates the severity and weakness of control factors for disease transmission....
A nonlinear infectious disease model with information-influenced vaccination behavior and contact patterns is proposed in this paper,and the impact of information related to disease prevalence on increasing vaccinatio...
supported by the National Natural Science Foundation of China(Grant No.12271307);the Natural Science Foundation of Shandong Province,China(Grant No.ZR2019MA031).
Optimal control technique is crucial to improve the yield of microbial fermentation production.In this paper,we propose a nonlinear control system with state-dependent impulses,where the impulsive volume of feeding gl...
In this paper,an attempt has been made to explore a new delayed epidemiological model assuming that the disease is transmitted among the susceptible population and possessing nonlinear incidence function along with a ...
A nonlinear optimal control problem in the Lotka-McKendrick population model is studied.It describes rational management of age-structured farmed populations in aquaculture and indoor farms.Employing generalized funct...
supported by National Natural Science Foundation of China (#11801439);Natural Science Basic Research Plan in Shaanxi Province of China Grant (#2022JM-038)。
To describe the interaction between viral infection and immune response,we establish a mathematical model with intracellular delay and investigate an optimal control problem to examine the effect of antiviral therapy....
The authors also thankfully acknowledge financial support from Council of Scientific and Industrial Research,India through a research fellowship(File No.09/013(0841)/2018-EMR-I)Jyoti Maurya and DST-Science and Engineering Research Board,MATRICS Expert committee(File No.MTR/2021/000819)A.K.Misra to carry out this research work.
This paper deals with a three-dimensional nonlinear mathematical model to analyze an epidemic's future course when the public healthcare facilities,specifically the number of hospital beds,are limited.The feasibility ...