Abstract in the late 1970s, Fontaine and Wintenberger found that certain interesting fields of characteristic zero and p have the same Galois groups, which eventually led to the theory of perfectoi...
Abstract This report will take you on a journey through the fascinating world of game theory, the mathematical study of how people or groups make decisions in situations where their actions affect
This is an in-person seminar at BIMSA over lunch, aimed to promote communications in the Number Theory teams at BIMSA and YMSC. Each talk is 45 minutes long and does not focus on research results.
Registration Course Description There are two different approaches to Quantum Field Theory. First one was started by Dirac and finally formalized by Segal : space-time is considered as a smooth
Description: We will give an introduction course to the research field called Geometric Langlands Theory (GLT). Roughly speaking, GLT is the analogue of the classical Number-theoretical Langlands
Introduction One of the classical objects in asymptotic representation theory is the infinite symmetric group. The main objective of this course is to explore various questions and methods
Introduction This course is devoted to the notion of magnitude homology and its relation to Euler characteristic of a finite category and GLMY-theory for digraphs. Tom Leinster in 2006 introduced
Abstract The Yang-Baxter equation is a fundamental equation in mathematical physics and statistical mechanics, it has connections with knot theory, braid theory and some algebraic systems. In my ta...
Record Yes Abstract This course consists of two parts. In the first part I introduce the geometric approach to fluid mechanics. This approach is based on description of fluid as a Hamiltonian
Abstract Geometric Engineering is an important tool to construct a large class of non-Lagrangian theories in various dimensions. If a gauge algebra admits discrete automorphisms, there is
