Jean Michel Tchuenche
Region of Interest | Africa |
Primary Country of Residence | United Republic of Tanzania |
Affiliation | University of Dar es Salaam, Tanzania |
Mailing Address | Department of Mathematics
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Phone/Fax Number(s) | phone (mobile): +255 746 201 793 |
Education | 1996: BSc., University of Maiduguri (UniMaid), Maiduguri, Nigeria (Hons
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Research Interests | Mathematics in Medicine and the Life Sciences, Mathematical Modeling,
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Publications | (2006) Asymptotic Stability of an Abstract Delay Funtional-Differential
(2006) A Uniqueness Theorem in an Age-Physiology Dependent Population
(2005) Realistic Patterns of Inheritance of Sickle-Cell Anaemia Gene: A
(2005 ) The Effects of Selective Advantage of HbS over HbA in the
(2005) An Age-Physiology Dependent Population Dynamics Model with
(2005) The Effect of Migration on the Transmission Dynamics of Sickle-Cell
(2005). A mathematical Model of the Spread of Airborne Diseases, West Afr.
(2005) With P. O.K. Aiyelo. Habitat Adaptation Index in a Retarded
(2005) A Mathematical Analysis of Luboobi.s Weevil model. Int. J. Managt.
(2005) With K.S Nokoe. A Mathematical Model of the Spread and Control of
(2005) With A.A. Chukwu. Solution of a Simple Advection-Diffusion
(2005) An Age-Structured Model with Delay Mortality. BioSystems, Vol. 81(3),
(2005) Variational Formulation of a Population Dynamics Problem, Int. J.
(2005) With Levins R. Stability in Variance: A New Criterion for
(2004) Functional-Differential Equation: A Population Model. Proc. Third
(2004) Towards an Economic Evaluation of SARS, Int. J. Ecol. Economics & Stat.,
(2003/2004) Discretization of a Simple Age-dependent Population Dynamics
2003) A Note on the Mackendrick Von Foerster Type Model in a Population
(2002) A Note on Some Iterative Methods in Banach Spaces in Proc. Of the
(2000) Does Hardy-Weinberg Law Prevail in all Populations? In Proceedings
(2000) "A Realistic Model of a Genetically Transmitted Disease: Sickle-Cell Anemia."
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Keywords | applied mathematics ; medicine ; life sciences ; mathematical modeling ; dynamical systems ; ... |