A number of efforts to promote and develop mathematics in Africa have been done, and continue to be done by our friends and cooperating partners in addition to home grown programmes. The following list is by no means exhaustive.
1. e-Math for Africa (http://math.golonka.org/ ) gives news relevant to African and Low-Income Country mathematicians regarding journals, books and databases as well as potential funding opportunities.
2. The African Mathematics Millennium Science Initiative (AMMSI): This is a distributed network of mathematics research, training and promotion throughout sub-Saharan Africa with five Regional Offices located in Botswana, Cameroon, Kenya, Nigeria and Senegal. Among other activities, AMMSI support Research visits, Scientific meetings, Postgraduate programmes, and run a Mentoring of African Research in Mathematics (MARM) Programme. For more information please visit http://www.ammsi.org/
3. The European Mathematical Society Committee for Developing Countries (EMS-CDC). This is a committee of the EMS involved in the promotion of mathematics in the developing countries. For more on its activities, please visit http://euro-math-soc.eu/EMS-CDC/. In this vein, the committee works alongside:-
4. The Commission for Developing Countries (CDC) of the International Mathematics Union (IMU): http://www.mathunion.org/cdc/about-cdc/;
5. International Center for Pure and Applied Mathematics (CIMPA): http://www.cimpa-icpam.org/?lang=en;
6. International Council for Industrial and Applied Mathematics (ICIAM): http://www.iciam.org/DCS/; and
7. The London Mathematical Society: http://www.lms.ac.uk/
Masamu Lectures and Presentations
Functional Analysis Notes
O. Gaoue
Matrix Population Models: Deterministic and stochastic dynamics
Markov Sequence R-file
Integral Projection Model: Why, how, and what for?
Integral Projection Paper
IPM Matlab Codes
IPM R Codes
Size Specific Paper
Size Specific Paper Supplement A
Size Specific Paper Supplement B
Stochastic Stable Paper
Modeling the Short and Long-Term Effects of Wild Plants Harvest by Local People
Disease Models I
Disease Models II
Stability of Non-Autonomous Co-Infection Models
Malaria Replication Characteristics
I. Klapper
Modeling Microbial Populations 1
Modeling Microbial Populations 2
Microbial Evolution in a Simple Unstructured Environment: Genetic Differentiation in Escherichia Coli
Synthetic Escherichia coli consortia engineered for syntrophy demonstrate enhanced biomass productivity
Biofilm-Induced Mineralization
A. Madzvamuse
Numerical Approximation of Solutions of ODE I
Numerical Approximation of Solutions of ODE II
Reaction Diffusion Equations I: Stationary domains
Reaction Diffusion Equations II: Evolving domains (currently unavailable)
Modeling parr-mark pattern formation during the early development of Amago trout
Global existence for semilinear reaction-diffusion systems: the effects on evolving domains
Stability Analysis of non-autonomous reaction-diffusion systems: the effects of growing domains
The surface finite element method for pattern formation on evolving biological surfaces
Characterization of Turing Diffusion-Driven Instability on Evolving Domains
Models for Pattern Formation During Early Growth Development: Methods, Numerics and Applications
A. J. Meir
Mathematical Software I
Analysis of ODE I
Analysis of ODE II
Numerical PDE I
Numerical PDE II
Saddle Point Problems
Files for a Simple 2-D Finite Element Program
Communicating Mathematics (with TeX and LaTeX)
Tools of the Trade: The math graduate (and undergraduate) students’ toolbox
The Not So Short Introduction to LaTeX 2e
A Beginner’s Introduction to Typesetting with LaTeX
The Beamer Class (User Guide)
R. Smith?
Media Flu
Can We Spend Our Way Out of the AIDS Epidemic?
Media Flu Paper
Can We Spend Our Way Out of the AIDS Epidemic? Paper
A Mathematical Model for the Eradication of Guinea Worm Disease
Neglected Tropical Diseases: Infection modeling and control
Neglected Tropical Diseases: Infection modeling and control – The paper
A. Yakubu
Introduction to Mathematical Biology I
Constant proportion harvest policies: Dynamic implications in the Pacific
halibut and Atlantic cod fisheries Yakubu, Li, Conrad, and Zeeman, 2011
Introduction to Mathematical Biology II (Discrete-Time Epidemic Models)
Dispersal, disease and life-history evolution Castillo-Chavez and Yakubu, 2011
Introduction to Mathematical Biology III (Fatal Disease and Demographic Allee Effect)
Allee Effect Paper Hikler, Langlis and Malchow, 2009
Fatal Disease and demographic Allee effect: population persistance and extinction Friedman and Yakubu, 2011
Fatal Disease and demographic Allee effect: population persistance and extinction / Talk 3