Indonesia

The aim of the School is to train young students in research activity in several areas of Geometric Representation Theory. The proposed topics include areas which are currently very active and the School intends to initiate the students in research by proposing them Research Projects under the supervision of senior researchers involved in the School. The school is going to give sufficient background to provide the students with the necessary tools to start their PhD work.

The motivation of this school is to initiate new interests or vocations in this field, where fundamental mathematical topics and algorithmic issues can be combined to solve practical geometric problems that appear in many applications. The potential of research developments in this domain is important, both from a theoretical, an algorithmic or an applicative point of view. A good background both in mathematics and computer science is a main asset for these investigations.

The aim of the School is to train young students in research activity in several areas of Extremal Graph Theory and Combinatorics. The proposed topics include areas which are currently very active and the School intends to initiate the students in research by proposing them Research Projects under the supervision of senior researchers involved in the School.

The aim of this CIMPA School is to train postgraduate (Master/PhD) students and postdocs in research activity in areas of Inverse Problem. The proposed topics include areas which are currently active and the School intends to initiate the participants in working together doing research lead by some active researchers in the area of Inverse Problem.

The objectives of the school are:

The concept of a group is central to essentially all of modern mathematics. In number theory and geometry where groups take central stage in various shapes such as symmetry groups, Galois groups, fundamental groups, reflection groups and permutation groups, the conceptual unification that it provides is most strikingly illustrated. In this school, we present groups and the natural objects they act on in a variety of arithmetic and geometric contexts. Special emphasis will be given to concrete examples, and practical and computational aspects of groups and their actions will be stressed.

This summer school focuses on number theory and its practical applications in cryptography and coding theory. Broadly speaking, number theory investigates properties of integers, including primes and solutions of Diophantine equations. Despite being a very ancient branch of mathematics, number theory very much remains a dynamic branch of mathematics, with ongoing research uncovering impressive results every year, and with new puzzling questions regularly surfacing.