Numerical modelling of the perturbation of HIV-1 during combination anti-retroviral therapy Analysis of Risk-Structured Vaccination Model for the Dynamics of Oncogenic and Warts-Causing HPV Types A boundary integral method for the three-dimensional heat equation subject to specification of energy Dynamics of an age-structured two-strain model for malaria transmission Dynamics analysis of a quarantine model in two patches An epidemic model for the transmission dynamics of HIV and another pathogen Mathematical analysis of a model for zoonotic visceral leishmaniasis Mathematical modeling and analysis of COVID pandemic in Nigeria.
Mathematical assessment of the role of Dengvaxia vaccine on the transmission dynamics of dengue serotypes. Mathematics of an epidemiology-genetics model for assessing the role of insecticides resistance on malaria transmission dynamics. Parallel Algorithms for Second-order Hyperbolic Equations Insecticide resistance and malaria control: A genetics-epidemiology modeling approach.
Dynamics of a two-sex model for the population ecology of dengue mosquitoes in the presence of Wolbachia. Brunel University London. Bayero University Kano. University of Manitoba. University of Pretoria.
Measure Theory i. She also did a research on voting using modeling techniques, queuing theory, she has also researched on population model. Her researches in voting and queuing theory have been used in election procedures in many African countries including her motherland Nigeria. He obtained a B. D Cambridge university England etc. And many more. He started his career as a lecturer in mathematics department at university of Ibadan, in and rose to the rank of a full professor of mathematics in He published not less than 87 scientific papers in learned journals.
These includes:. University major scholar Unibadan , Ayrton premium Award for a publication in the proceeding of the institution of electrical engineers in UK. National Honor of the commander of the order of the Niger by the then military Government in The Gold medal of the National mathematical centre for pioneering contributions to the development of mathematics and in he received the distinguished Award by the National University Commission, Abuja.
He belonged to the following societies:. Member Nigerian mathematical society where he was president from , member mathematical association of Nigeria where he was president from , member mathematical association of America, member London mathematical society, member society of industrial and applied mathematics, fellow Nigerian academy of sciences, fellow third world academy of sciences, fellow African academy of sciences and fellow mathematical association of Nigeria.
His contributions to many fields of mathematics are notable as his journal publications are seen in many great libraries all over the world. He hails from orin ekiti, Ekiti state south western Nigeria. He holds a B. He also holds a ph. D from the sam University, he began his career as a lecture in the mathematics department at the University college Ibadan, Nigeria where he was promoted to the rank of a full professor in Adegoke Olubummo with James Ezeilo and Chike Obi was on the trio of black mathematicians who pioneered modern mathematrics research in Nigeria.
He pioneered the establishment of the forum for functional Analysis and its Application and the Nigerian mathematical society. Many of his Ibadan students went off to earn a doctorate in mathematics. He was also an influencial politician, the African mathematics union suggests that he was the first sub-Saharan African to hold a doctorate in mathematics. His early research dealt mainly with the question of the existence of periodic solutions of non-linear ordinary differential equations. He successfully used the perturbation technique and several of his publications greatly helped to stimulate research interest in this subject throughout the world and have become classic in literature.
He is the author of several books and journals on mathematics. He won the Sigvard Eklund prize for original work in differential equations from the international centre for theoretical physics. Opeyemi Enoch: Dr.
Gumel , Analysis of a temperature-and rainfall-dependent model for malaria transmission Dynamics, Mathematical Biosciences , , Overgaard , Y. Tsude , W. Suwonkerd and M. Takagi , Characteristics of Anopheles minimus Diptera: Culicidae larval habitats in northern Thailand, Environmental Entomology , 31 , Paaijmans , S.
Imbahale , M. Thomas and W. Takken , Relevant microclimate for determining the development rate of malaria mosquitoes and possible implications of climate change, Malaria Journal , 9 , p Paaijmans , M. Wandago , A.
Parham and E. Michael , Modeling the effects of weather and climate change on malaria transmission, Environmental Health Perspectives , , Parham , D. Pople , C. Christiansen-Jucht , S. Lindsay , W. Hinsley and E. Michael , Modeling the role of environmental variables on the population dynamics of the malaria vector Anopheles gambiae sensu stricto, Malaria Journal , 11 , p Park , A new proof of Hermite's stability criterion and a generalization of Orlando's formula, International Journal of Control , 26 , Pilgrim, X.
Fang and H. Department of Agriculture Durant, Oklahoma, Porphyre , D. Bicout and P. Sabatier , Modelling the abundance of mosquito vectors versus flooding dynamics, Ecological Modelling , , Preud'homme and H. Streams Project Report No. Environmental Protection Agency Duluth, Minnesota, Rubel , K. Brugger , M. Hantel , S. Chvala-Mannsberger , T. Bakonyi , H. Weissenbock and N. Nowotny , Explaining Usutu virus dynamics in Austria: Model development and calibration, Preventive Veterinary Medicine , 85 , Safi , M.
Imran and A. Shaman and J. Day , Reproductive phase locking of mosquito populations in response to rainfall frequency, Plos One , 2 , p Sharomi , C. Podder , A. Gumel , E.
Elbasha and J. Watmough , Role of incidence function in vaccine-induced backward bifurcation in some HIV models, Mathematical Biosciences , , Smith and P. Waltman , Perturbation of a globally stable steady state, American Mathematical Society , , Thieme , Persistence under relaxed point dissipativity with application to an endemic model , SIAM Journal on Mathematical Analysis , 24 , Van den Driessche and J. Watmough , Reproduction numbers and sub-threshold endemic equilibria for compartmental models of disease transmission, Mathematical Biosciences , , Van Handel , Nutrient accumulation in three mosquitoes during larval development and its effect on young adults, Journal of the American Mosquito Control Association , 4 , Wang and X.
Zhao , Threshold dynamics for compartmental epidemic models in periodic environments, Journal of Dynamics and Differential Equations , 20 , World Health Organization, A global brief on vector-borne diseases, World Health Organization, World health report.
Executive summary, Insect-borne diseases, Accessed: June, Lay , R. Guo , Y. Lin , C. Lung and J. Su , Higher temperature and urbanization affect the spatial patterns of dengue fever transmission in subtropical Taiwan, Science of The Total Environment , , Zhang and X.
Zhao , A periodic epidemic model in a patchy environment, Journal of Mathematical Analysis and Applications , , Zhang, T. Ding, T. Huang and Z. Zhao , Uniform persistence and periodic coexistence states in infinite-dimensional periodic semiflows with applications, Canadian Applied Mathematics Quarterly , 3 , Download as PowerPoint slide.
Download as excel. A model function for non-autonomous bifurcations of maps. Caraballo , J. Langa , J. Structure of the pullback attractor for a non-autonomous scalar differential inclusion. On the structure of the global attractor for non-autonomous dynamical systems with weak convergence. Mahesh G. Spectral and stability questions concerning evolution of non-autonomous linear systems. Conference Publications , , Special : Exponential stability in non-autonomous delayed equations with applications to neural networks.
Stability and forward attractors for non-autonomous impulsive semidynamical systems. Alexandre N. Langa , James C. Non-autonomous dynamical systems. Michael Khanevsky. Non-autonomous curves on surfaces. Journal of Modern Dynamics , , A non-autonomous predator-prey model with infected prey. Uniform attractor of the non-autonomous discrete Selkov model. Wen Tan , Chunyou Sun. Dynamics for a non-autonomous reaction diffusion model with the fractional diffusion.
Analysis of a non-autonomous mutualism model driven by Levy jumps. A non-autonomous stochastic predator-prey model. Emma D'Aniello , Saber Elaydi. Forwards dynamics of non-autonomous dynamical systems: Driving semigroups without backwards uniqueness and structure of the attractor. On the structure of the global attractor for infinite-dimensional non-autonomous dynamical systems with weak convergence. On computing heteroclinic trajectories of non-autonomous maps.
Mark Comerford , Todd Woodard. Orbit portraits in non-autonomous iteration. Maciej J. Covering relations and non-autonomous perturbations of ODEs.
Zhijian Yang , Yanan Li. Criteria on the existence and stability of pullback exponential attractors and their application to non-autonomous kirchhoff wave models. American Institute of Mathematical Sciences.
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