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Logo CIMPA

Ethiopia

EMA

2026 School on Arithmetic, Geometry and Algorithms

Coordinators: Fufa Samuel Asefa (Addis Ababa University), Szendroi Balazs (University of Vienna), Turesson Bengt-Ove (Uppsala University), Bekele Berhanu (Addis Ababa University), Martinelli Diletta (KdVI at University of Amsterdam), Carneiro Emanuel (ICTP), Mango John Magero (Makerere University), Ezome Mintsa Tony Mack Robert (Laboratoire de Recherche en Mathematiques et Applications (LAREMA)), Soumya Sankar (Utrecht University), Muller Steffen (University of Groningen), Abebaw Tilahun (Addis Ababa University), ICTP Scientific Contact: Alina Marian (ICTP & Northeastern University), Em

Mon. 17 Aug, 2026 → Fri. 28 Aug, 2026
cours CIMPA

Topologie

Michel Jambu

Summary:
 

Fri. 10 Jan, 2020 → Mon. 03 Feb, 2020
cours CIMPA

Mathematical Modeling of infectious diseases

Patrick Tchepmo Djomegni

Summary: In this course, students will be introduced to the mathematical modeling of infectious diseases. Basic knowledge on certain diseases (tuberculosis, HIV/AIDS, hepatitis, malaria…) will be provided. Only deterministic mathematical models will be studied. Since the models are expressed in the form of ordinary differential equations, most of them cannot be solved explicitly. The qualitative characteristics of the solutions will be studied.
 

Sun. 08 Jan, 2023 → Sun. 15 Jan, 2023

Modern Perspectives on Partial Differential Equations: Theory and Applications

Partial Differential Equations (PDEs) are fundamental tools for modeling natural phenomena across the physical, biological, and social sciences, describing systems that evolve in space and time. This summer school, "Modern Perspectives on PDEs: Theory and Applications," explores classical foundations alongside the expanding frontier where PDEs intersect with data science and machine learning. The program offers a unique blend of theory and practice.

Optimal Control and Applications in Engineering (Hybrid)

The objective of this research school is to present a wide range of applications of the theory of finite-dimensional optimal control to engineering. First, we will pro­ pose a rigorous introduction to the theoretical basis of the theory with two courses (by F. Chittaro and L. Poggiolini) of Optimal Control completed with exercise sessions. Then, we will propose sev­ eral courses devoted to some applications of the previous courses to some problems in engeneering. The first course (by E.

Ethiopia