The study of error-correcting codes has posed a large number of intriguing and important questions in several areas of mathematics, such as algebra, number theory, combinatorics, algebraic geometry etc. In addition it is vital tool in making transmission of data robust against noise. In this school, we are going to present several lectures on the usage of techniques in finite geometry in the study of error-correcting codes. Starting from basics, covering a large spectrum of topics in error-correcting codes, finite geometry and combinatorics, we aspire to give the participants an exposure to some of the most current research problems in this area.
The lectures will be supplemented by discussions/tutorial sessions that will provide the participants ample opportunities to work out problems, and clarify their doubts, with the lecturers who are leading experts in this area of research.
Langue officielle de l’école: anglais