Journal of Pure and Applied Mathematics: Advances and Applications[1] L. J. S. Allen, V. L. Brown, C. B. Jonsson, S. L. Klein, S. M.
Laverty, K. Magwedere, J. C. Owen and P. Van Den Driessche,
Mathematical modeling of viral zoonoses in wildlife, Natural Resource
Modeling 25(1) (2012), 5-51.
[2] M. H. A. Biswas, Model and control strategy of the deadly Nipah
virus (NiV) infections in Bangladesh, Research & Reviews in
Biosciences 6(12) (2012), 370-377.
[3] M. H. A. Biswas, AIDS epidemic worldwide and the millennium
development strategies: A light for lives, HIV and AIDS Review 11(4)
(2012), 87-94.
[4] M. H. A. Biswas, Optimal chemotherapeutic strategy for HIV
infections-state constrained case, Proceedings of the 1st PhD Students
Conference in Electrical and Computer Engineering, Department of
Electrical and Computer Engineering, Faculty of engineering,
University of Porto, Portugal on June 28-29, 2012.
[5] M. H. A. Biswas, L. T. Paiva and M. D. R. de Pinho, A SEIR model
for control of infectious diseases with constraints, Mathematical
Biosciences and Engineering 11(4) (2014) 761-784.
[6] M. H. A. Biswas, M. Wahiduzzaman and R. Sultana, Outbreaks of
Deadly Nipah Virus (NiV) Infections in Bangladesh: An Analysis of
Mathematical Model, Proceedings of International Conference on
Engineering Research, Innovation and Education (ICERIE 2013) (2013),
309-315.
[7] R. Breban, J. M. Drake, D. E. Stallknecht and P. Rohani, The role
of environmental transmission in recurrent Avian Influenza epidemics,
PLoS Comp. Biol. 5(4) (2009), 1-11.
[8] H. T. Chong, S. A. Bakar and C. T. Tan (Edts.), Proceedings of the
Nipah virus colloquium 2008, University of Malaya and related
articles, Neurology Asia 14 (2009), 45-47.
[9] H. T. Chong, M. J. Hossain and C. T. Tan, Differences in
epidemiologic and clinical features of Nipah virus encephalitis
between the Malaysian and Bangladesh outbreaks, Neurology Asia 13
(2008), 23-26.
[10] K. B. Chua, W. J. Bellini and P. A. Rota et al., Nipah virus: A
recently emergent deadly paramyxovirus, Science 288(5470) (2000),
1432-1435.
[11] K. B. Chua, Nipah virus outbreak in Malaysia, J. Clin. Virol.
Apr. 26(3) (2003), 265-275.
[12] P. Falugi, E. Kerrigan and E. Van Wyk, Imperial College London
Optimal Control Software User Guide (ICLOCS), Department of Electrical
and Electronic Engineering, Imperial College London, London, England,
UK, 2010.
[13] W. H. Fleming and R. W. Rishel, Deterministic and Stochastic
Optimal Control, Applications of Mathematics No. 1, Springer Verlag,
New York, 1975.
[14] T. W. Geisbert, K. M. Daddario-DiCaprio, A. C. Hickey, M. A.
Smith, Y.-P. Chan et al., Development of an acute and highly
pathogenic nonhuman primate model of Nipah virus infection, PLoS ONE
5(5) (2010), 1-12.
[15] H. W. Hethcote, The mathematics of infectious diseases, SIAM
Review 42(4) (2000), 599-653.
[16] M. K. Lo, L. Lowe, K. B. Hummel, H. M. S. Sazzad, E. S. Gurley,
M. J. Hossain, S. P. Luby, D. M. Miller, J. A. Comer, P. E. Rollin, W.
J. Bellini and P. A. Rota, Characterization of Nipah virus from
outbreaks in Bangladesh, 2008-2010, Emerging Infectious Diseases 18(2)
(2012), 248-255.
[17] S. P. Luby, The pandemic potential of Nipah virus, Antiviral
Research 100 (2013), 38-43.
[18] S. P. Luby, E. S. Gurley and M. J. Hossain, Transmission of human
infection with Nipah virus, Clin. Infect. Dis. 49(11) (2009),
1743-1748.
[19] National Guideline for Management, Prevention and Control of
Nipah Virus Infection including Encephalitis, Directorate General of
Health Services, Ministry of Health & Family Welfare, Government of
the People’s Republic of Bangladesh, 2011.
[20] R. M. Neilan and S. Lenhart, An introduction to optimal control
with an application in disease modeling, DIMACS Series in Discrete
Mathematics 75 (2010), 67-81.
[21] Nipah outbreak in Lalmonirhat district, 2011, ICDDR,B, Health and
Science Bulletin 9(2) (2011), 13-18.
[22] Nipah outbreak in Faridpur district, Bangladesh, 2010, ICDDR,B,
Health and Science Bulletin 8(2) (2010), 6-11.
[23] Nipah Virus Infections, WHO Report, Asia-Pacific Region, World
Health Organization, 2008.
[24] N. I. Paton, Y. S. Leo and S. R. Zaki et al., Outbreak of
Nipah-virus infection among abattoir workers in Singapore, Lancet
354(9186) (1999), 1253-1256.
[25] U. D. Parashar, L. M. Sunn and F. Ong et al., Case-control study
of risk factors for human infection with a new zoonotic paramyxovirus,
Nipah virus, during a 1998-1999 outbreak of severe encephalitis in
Malaysia, The Journal of Infectious Diseases 181(5) (2000),
1755-1759.
[26] O. Prosper, O. Saucedo, D. Thompson, G. Torres-Garcia, X. Wang
and C. Castillo-Chavez, Modeling control strategies for concurrent
epidemics of seasonal and pandemic H1N1 influenza, Mathematical
Biosciences and Engineering 8(1) (2011), 141-170.
[27] R. Stone, Breaking the Chain in Bangladesh, Science 331 (2011),
1128-1131.
[28] R. Vinter, Optimal Control, Birkhäuser, Boston, 2000.
[29] Andreas Wächter and Lorenz T. Biegler, On the implementation of
an interior-point filter line-search algorithm for large-scale
nonlinear programming, Mathematical Programming 106 (2006), 25-57.
[30] T. T. Yusuf and F. Benyah, Optimal control of vaccination and
treatment for an SIR epidemiological model, World Journal of Modelling
and Simulation 8(3) (2012), 194-204.
