Peer-reviewed Papers
– Ghosh, K., Samanta, S., Biswas, S., Rana, S., Elmojtaba, I.M., Kesh, D.K., Chattopadhyay, j.
(2016). Stability and bifurcation analysis of an eco-epidemiological model with multiple delays.
Nonlinear Studies, 23(2).
– ELmojtaba, I.M., Biswasz, S. Chattopadhyay, J. (2016). Global Dynamics and Sensitivity Analysis
of A Vector-Host-Reservoir Model. SQU journal of Science, 21(1): 7-15
– Elmojtaba, I.M. (2016). Using Adomian Decomposition Method for Solving a Vector-Host Model.
International Journal of Applied Mathematical Research, 5(2): 107-109.
3/5
– ELmojtaba, I.M. Mathematical model for the dynamics of visceral leishmaniasis–malaria coinfection.
(2016). Mathematical Methods in the Applied Sciences, DOI: 10.1002/mma.3864.
– ELmojtaba, I.M. and Altayeb, R. M. (2015). An Optimal Control Model for the Dynamics
of Visceral Leishmaniasis. International Journal of Mathematical and Computational Sciences,
2(12).
– ELmojtaba, I.M., Mugisha, J.Y.T. and Hashim, M.H.A. Vaccination Model for Visceral Leishmaniasis
with infective immigrants. (2013). Mathematical Methods in the Applied Sciences,
36(2):216–226.
– ELmojtaba, I.M., Mugisha, J.Y.T. and Hashim, M.H.A. (2010). Mathematical analysis of the
dynamics of visceral leishmaniasis in the Sudan. Applied Mathematics and Computation, 217(6):
2567 – 2578.
– ELmojtaba, I.M., Mugisha, J.Y.T. and Hashim, M.H.A. (2010).Modeling the role of crossimmunity
between two different strains of leishmania. Nonlinear Analysis: Real World Applications,
11(3):2175 – 2189.
Submitted Papers
– Agusto, F.B., Pantha, B., and Elmojtaba, I.M. Optimal Control Applied to a Visceral Leishmaniasis
Model. submitted to: Biosystems
– Agusto, F.B., Elmojtaba, I.M. and Pantha, B. Mathematical Model of Visceral Leishmaniasis
Transmission Dynamics with Effective Control Strategies. submitted to: Applied Mathematics
and Computation.
– ELmojtaba, I.M. Modeling Disease Transmission in a Mixed-species Grazing Environment. submitted
to: International Journal of Mathematical Modelling and Numerical Optimisation
– ELmojtaba, I.M., Sivasundaram, S., and Chattopadhyay, J. Should we go for treatment for
controlling visceral leishmaniasis Conclusion drawn from uniting optimal control theory with
biology. submitted to: Mathematical Biosciences.
– Sudip Samanta, Rikhiya Dhar, I.M. Elmojtaba, Joydev Chattopadhyay. Role of additional food
in a predator-prey model with prey refuge. submitted to: Journal of Biological Systems
Conference papers, Seminar Talks and Other Reports
Jan 2016 Towards controlling visceral leishmaniasis, presentation given at Visva Bharati University, India
Dec 2015 Optimal control model for Visceral Leishmaniasis, presentation given at the 17th international
conference on mathematical and computational sciences, Bangkok, Thailand
May 2015 Mathematical Models for the Dynamics of Visceral Leishmaniasis Malaria Co-infection, presentation
given at NIMBios investigative workshop on Malaria-Leishmaniasis co-infection, University
of Tennessee, USA
Jan 2012 Mathematical Models for the Dynamics of Visceral Leishmaniasis, presentation given at Tanzania
workshop on infectious diseases, Arusha, Tanzania
Dec 2009 Optimizing composition and spatial deployment of diversity in agricultural crops for disease control
and yield enhancement, a report comes out after solving one of the third mathematics in the
plant sciences study group problems.
August 2009 Some perspectives of dynamics of leishmaniasis infection in poor nations, A paper presented at
DIMACS Workshop on Economic epidemiology, Makerere University.
June 2009 Modeling visceral leishmaniasis and related diseases dynamics, general talk at the Faculty of
Mathematical Sciences, University of Khartoum.
June 2007 The role of high-risk behavior on HIV/AIDS drug resistance, a talk presented at African Institute
of Mathematical Sciences (AIMS).