English

This summer school is an intensive two-week hand on initiative on a variety of selective contemporary mathematical and computational topics in data analysis and imaging. One week focuses on the use of relevant mathematical softwares, algebra and convex geometry in data analysis. The other week covers inverse scattering, X-ray tomography, and data-driven model discovery for dynamical systems.

Langue officielle de l’école: anglais

In this school we intend to focus on different concepts Combinatorics and its applications. The school will provide an introduction to both basic and more advanced topics. The scientific content of the various courses will be tightly coordinated in order to provide students with a possibility of the real concrete learning experience which further can become a foundation for the further study. We expect audience from Master, Phd and young faculty who are currently working or planning to work in this interesting area of Mathematics. We assume a reasonable general mathematical background but no previous specialized knowledge of the topics to be covered in school. A significant amount of time will be dedicated to exercises and tutorial sessions where students will receive individual attention from the lecturers. Also, there will be few discussions sessions and presentations by the young researchers.

Langue officielle de l’école: anglais

The summer school aims to gather young researchers and to give a motivating goal along which the participants will be able to aggregate new knowledge. The research topics include function field arithmetic, algebraic curves over finite fields, complex multiplication, boolean functions, finite geometry, and combinatorics. The school will be mostly structured into working sessions in small groups under the direction of at least one lecturer. Before the beginning of the school, the lecturers will propose open problems together with pre-request material (books/papers). During the application, the participants notify their preferential interest and working groups will be formed 8 groups under the above-mentioned research working areas. Via mini-lectures the mathematical materials and the use of computer algebra

software will be introduced to the participants. At the end of the school, the participants are supposed to write a report that will be posted on an open platform.

Langue officielle de l'Ecole: anglais

The University of Dhaka was established in 1921. Academic activities started on 1 July 1921, with three faculties: Arts, Science, and Law and 12 Departments including Mathematics. Historically, this University was in a leading position to establish "Bangla" as mother language in 1952 and played a vital role in 1971 for the independence of Bangladesh.

Dhaka University is the leading University of Bangladesh. This year University is celebrating its 100 years of establishment. Applied Mathematics department has started journey in 2014. Now both the Departments have about 50 (35+15) faculty members and near about 1100 (750+350) students. Research area focused on, mainly, Algebra, Differential Geometry, Dynamical Systems, Financial Mathematics, Fluid Mechanics, Mathematical Biology, Numerical Analysis, Operation Research at M.Sc level. Every year around 20-25 students take dissertation as thesis work on different research area, including a good number of students in mathematical biology. Department has a good number of PhD students in different research areas including Mathematical Biology.

Langue officielle de l'Ecole: anglais

The school aims to introduce graduate students and young researchers to the recent connections between p-adic analysis (understood in a large sense) with mathematical physics and computer science. The courses will be focused on active research areas. The tentative list of courses include: (1) introduction to p-adic analysis; (2) introduction to local zeta functions; (3) p-adic models in quantum physics; (4) the p-adic theory of automata; (5) p-adic electrostatics; (6)  Strings amplitudes, local zeta functions, and log-Coulomb gases. Besides lectures, we are also planning sessions devoted to solving exercises and informal meetings to propose and discuss research problems.

Langue officielle de l'école : anglais

Geometric group theory is a relatively new line of research on its own, inspired by pioneering works of M. Dehn, G.D. Mostow and M. Gromov. It is mainly devoted to the study of countable groups by exploring connections between algebraic properties of such groups and geometric properties of spaces on which these groups act, such as the deck transformation group of a Riemannian manifold. Geometric group theory is a very broad area, and this program aims at introducing young students to different aspects of the theory.

Starting from classical results such at the Mostow rigidity theorem, we intend to build a body of knowledge to the students by introducing them to some basic material concerning hyperbolic geometry, quasi-isometry invariants and amnability, and to several modern aspects of geometric grop theory: word hyperbolic groups, boundary theory, ergodic theory and representations. 

Langue officielle de l'école : anglais