Vietnam

The program on Nonlinear Analysis consists of two parts : Holomorphic partial differential equations, variational methods for stationary and evolution partial differential equations. The aim of the school is to present recent results in these two branches of Nonlinear Analysis in a form which is accessible to graduate and doctoral students in Analysis and Applied Analysis.

The aim of this CIMPA school is to provide a stimulating intellectual environment for researchers from Viet Nam and neighboring countries in Asia to interact. The school is primarily oriented towards PhD students and young researchers working in the area of stochastic partial differential equations, stochastic dynamics, stochastic analysis and their applications.

The theory of hyperplane arrangements is a modern and very active area of research. In the recent years there have been a huge progress this subject. At this CIMPA school, through 6 carefully selected courses, participants will be introduced to various aspects of Hyperplane Arrangements together with the main open questions that are still present in the area.

A complex number is called algebraic if it is a root of a non-constant polynomial with integer coefficients and is transcendental otherwise. Over recent decades, the transcendental nature of special values of certain arithmetic functions which verify functional equations has been a fascinating branch of Number Theory and attracts an incredible number of work. However, beautiful mysteries remain unsolved.

The aim of this school is to introduce students to some aspect of (algorithmic) number theory and arithmetic geometry and the very fruitful interplay between those subjects and the applied disciplines of cryptography and coding theory. Our program consists of four courses on algorithmic number theory, elliptic curves, algebraic coding theory and isogeny based cryptography, respectively. These courses will introduce the students to a variety of tools in number theory and arithmetic geometry as well as their applications in cryptography and coding theory.