Professor Neal Bez (Nagoya University, Real Analysis) will be holding the Global Special Lecture on Mathematics and Mathematical Sciences 2 as detailed below. If you would like to attend, please apply using the Google form below.

Date and time: May 19th and 20th, 15:00-17:00
May 21st, 10:00-12:00 (colloquium: 16:45-)
May 22nd, 14:00-16:00
May 23rd, 10:00-12:00

Location: Graduate School of Science, Building 3, 1st floor, room 110

Title: Introduction to the Brascamp-Lieb inequality and its applications

Summary: The main theme of these lectures is the Brascamp-Lieb inequality on Euclidean space. Firstly, we will introduce several examples and their applications, such as the Hölder inequality, the Young convolution inequality, and the Loomis-Whitney inequality. After that we will explain the general theory of the Brascamp-Lieb inequality, including Lieb's theorem and the characterization of the Finiteness of the Brascamp-Lieb constant by J. Bennett, A. Carbery, M. Christ, and T. Tao. As part of the general theory, we will study a proof of the geometric Brascamp-Lieb inequality using heat flow.

Registration required: Those who wish to attend the lecture should apply via Google Form. Please access via the QR code or the URL below.

Application URL: https://forms.gle/9HyqgDAnwaNUxU7k9

Deadline: Wednesday, May 14th

※ Global Lectures on Mathematics and Mathematical Sciences III is a core course in the Mathematics and Mathematical Science Innovation Human Resource Development Strengthening Course.

※ To take Global Lectures on Mathematics and Mathematical Sciences III, you must register for the course on KULASIS.

Registration for the first semester courses is on Thursday, April 17th and Friday, April 18th.

※ Students who are not registered for the course can attend the lecture (only available to students of this university. Google Form application is required).

Four special lectures will be given by lecturers in Global Lectures on Mathematics and Mathematical Sciences III.
For details on each special lecture, including abstracts, please see the course homepage
https://www.math.kyoto-u.ac.jp/ja/ktgu/courses.