Jean Michel Tchuenche

Region of Interest


Primary Country of Residence

United Republic of Tanzania


University of Dar es Salaam, Tanzania


Mailing Address

Department of Mathematics
University of Dar es Salaam
P.O. Box 35062
Dar es Salaam

Phone/Fax Number(s)

phone (mobile): +255 746 201 793


1996: BSc., University of Maiduguri (UniMaid), Maiduguri, Nigeria (Hons
Mathematics, FIRST CLASS)
1997: MSc., University of Ibadan, Ibadan, Nigeria.
2002: Ph.D., University of Ibadan, Nigeria. Thesis: "Mathematical
population dynamics of sickle-cell anaemia, a genetically transmitted

Research Interests

Mathematics in Medicine and the Life Sciences, Mathematical Modeling,
Linear and Non-Linear Analysis, Dynamical Systems, Evolution and Integral
equations, Semi-group of Linear Operators.


(2006) Asymptotic Stability of an Abstract Delay Funtional-Differential
Equation. Nonlinear Analysis: Modelling and Control, Vol. 11 (1), 1-15.

(2006) A Uniqueness Theorem in an Age-Physiology Dependent Population
Dynamics, Cubo, a Mathematical Journal, in press.

(2005) Realistic Patterns of Inheritance of Sickle-Cell Anaemia Gene: A
Theoretical Approach. J. Biol. Syst. Vol. 13 (1), 13-22.

(2005 ) The Effects of Selective Advantage of HbS over HbA in the
Transmission Dynamics of Sickle-Cell Anaemia, Adv. Compl. Syst. 8(1), 1-5.

(2005) An Age-Physiology Dependent Population Dynamics Model with
Polygamy. Folia Mathematica 12(2), in press.

(2005) The Effect of Migration on the Transmission Dynamics of Sickle-Cell
Anaemia, Mediterranean J. math. Vol. 2(3), 357-365.

(2005). A mathematical Model of the Spread of Airborne Diseases, West Afr.
J. Biophy. and Biomath. Vol. 1, 49-61.

(2005) With P. O.K. Aiyelo. Habitat Adaptation Index in a Retarded
Functional Equation of Population Dynamics, Int. J. Ecol. Economics & Stat.
Vol. 3, no. MA05, 63-74.

(2005) A Mathematical Analysis of Luboobi.s Weevil model. Int. J. Managt.
and Systems, Vol. 21(3), 277-283.

(2005) With K.S Nokoe. A Mathematical Model of the Spread and Control of
SARS. Int. J. Managt. and Systems, Vol. 21(3), 243-256.

(2005) With A.A. Chukwu. Solution of a Simple Advection-Diffusion
Population Model, Int. J. Ecol. Economics & Stat. Vol. 3, no. S05, 72-78.

(2005) An Age-Structured Model with Delay Mortality. BioSystems, Vol. 81(3),

(2005) Variational Formulation of a Population Dynamics Problem, Int. J.
Appl. Math. Stat. Vol. 3, no. D05, 57-63.

(2005) With Levins R. Stability in Variance: A New Criterion for
Stability. Far. East J. Dynamical Systems, in press

(2004) Functional-Differential Equation: A Population Model. Proc. Third
International Conference on Contemporary Problems in Mathematical Physics,
1st -7, November 2003, Cotonou (Republic of Benin), J. Govaerts, M.N.
Hounkonnou and A.Z. Msezane (eds), World Scienctific, Singapore, 575-580.

(2004) Towards an Economic Evaluation of SARS, Int. J. Ecol. Economics & Stat.,
Vol. 2, no D04, 45-51.

(2003/2004) Discretization of a Simple Age-dependent Population Dynamics
Model. Rev. Mat. Ap. 24, 25-31.

2003) A Note on the Mackendrick Von Foerster Type Model in a Population
with a Genetic Structure. Int. J. Math. Educ.Sci.Technol. Vol. 34 (3), 463-470.

(2002) A Note on Some Iterative Methods in Banach Spaces in Proc. Of the
7th Copper Mountain Conference on Iterative Methods, March 24-29, 2002,
Copper Mountain, Colorado, USA.

(2001) On the Equivalence of Doeblin Property, J. Nig. Math. Soc., vol 20, 103-106.

(2000) Does Hardy-Weinberg Law Prevail in all Populations? In Proceedings
of the Conference in ODE, National Mathematical Centre, Abuja, July 28-29, 81-83.

(2001) Derivation of the Continuity Equation in a Population with an Additional
Structure, to appear in Proc. of the National Mathematical Centre, Abuja Conference
in Continuum Mechanics, Aug 24-26.

(2000) "A Realistic Model of a Genetically Transmitted Disease: Sickle-Cell Anemia."
(Being a paper presented at the 19th annual conference of the Nigerian
Math. Soc. at the Univ. of Jos, May 31- June 3, 2000) Submitted to JMB.


applied mathematics ; medicine ; life sciences ; mathematical modeling ; dynamical systems ; ...