Modeling and Optimal Control of Plasmodium Knowlesi Malaria Spread from Infected Humans to Mosquitoes

References (27)

1. 1 Reproduction numbers and sub-threshold endemic equilibria for compartmental models of disease transmission [DOI]
2. 2 The Mathematical Theory of Optimal Processes [DOI]
3. 3 The Mathematical Theory of Optimal Processes [DOI]
4. 4 Optimal Control Applied to Biological Models [DOI]
5. 5 Quantifying the Impact of Human Mobility on Malaria [DOI]
6. 6 Plasmodium knowlesi Malaria in Humans Is Widely Distributed and Potentially Life Threatening [DOI]
7. 7 Current Opinion in Infectious Diseases [DOI]
8. 8 Nonlinear analysis: real world applications
9. 9 Optimal control of vector-borne diseases: Treatment and prevention [DOI]
10. 10 The epidemiology of Plasmodium falciparum gametocytes: weapons of mass dispersion [DOI]
11. 11 The ins, outs and roundabouts of malaria [DOI]
12. 12 Backward Bifurcation and Optimal Control in Transmission Dynamics of West Nile Virus [DOI]
13. 13 State of exile: The African national congress of South Africa, 1976–86 [DOI]
14. 14 Spreading the seeds of million-murdering death**This title and some subheadings are taken from lines in Ronald Ross' poem In Exile, Reply – What Ails the Solitude, written on 21 August 1897, the day after he made his Nobel-Prize-winning discovery of parasite stages in the mosquito. ‘This day relenting God hath placed within my hand a wondrous thing; and God be praised. At His command, seeking His secret deeds with tears and toiling breath I find thy cunning seeds, O million-murdering Death. I know this little thing a myriad men will save. O Death, where is thy sting, thy victory, O Grave!’: metamorphoses of malaria in the mosquito [DOI]
15. 15 The Transit Phase of Migration: Circulation of Malaria and Its Multidrug-Resistant Forms in Africa [DOI]
16. 16 Optimal control of a vector borne disease with horizontal transmission [DOI]
17. 17 Application of optimal control to the epidemiology of malaria
18. 18 Stability Analysis and Optimal Control of a Vector‐Borne Disease with Nonlinear Incidence [DOI]
19. 19 Backward bifurcation and optimal control of a vector borne disease [DOI]
20. 20 Global health surveillance and travelersʼ health [DOI]
21. 21 Plasmodium–Mosquito Interactions [DOI]
22. 22 Mathematical Study of the Role of Gametocytes and an Imperfect Vaccine on Malaria Transmission Dynamics [DOI]
23. 23 Plasmodium knowlesi malarial infection in western travelers returning from Southeast Asia
24. 24 A Hybrid Method for Solving Optimal Control Problems
25. 25 A Mathematical Model for Assessing the Control of and Eradication strategies for Malaria in a Community
26. 26 Stability a nd Bifurcation Analysis in A SEIR Epidemic Model with Nonlinear Incidence Rates
27. 27 Modeling Super-spreading Events for Infectious Diseases: Case Study SARS [DOI]

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