Global Lecture on Mathematics and Mathematical Science Ⅰ- Global Special Lecture 3"The unitary dual of p-adic reductive groups”

Hélène Guérin(Université du Québec à Montréal) will deliver the Mathematics and Mathematical Sciences Global Special Lecture 3 as follows.
If you wish to attend, please register using the Google form below.

◆Date and Time:
May 26 (Tue), 9:30–11:30
May 27 (Wed), 14:00–16:00
May 28 (Thu), 14:00–16:00
June 2 (Tue), 9:30–11:30
June 3 (Wed), 14:00–16:00

◆Venue:
Room 127, Science Building No. 3, Graduate School of Science

Title:Interacting Particle Systems: From Applications to Theory

Abstract:
One of the objectives of this lecture is to build a bridge between probability theory and applications. We will start from various questions, mainly related to our environment or industrial questions, model them using probabilistic objects, and then use probability theory to study them.
This lecture does not aim to be exhaustive, as probabilistic models and applications are highly diverse, and there are numerous probabilistic methods for studying them. We will focus on certain models of interacting particles and on the concept of propagation of chaos. We will review some key concepts related to the convergence of processes in order to examine two types of stochastic particle systems in detail.
- Lecture 1: Models of interacting particle systems in various fields
- Lecture 2: Propagation of chaos
- Lecture 3: Convergence of processes: tightness, C-tightness, Aldous’ criterion, and so on
- Lecture 4: Analysis of a diffusive interacting particle system
- Lecture 5: Analysis of interacting piecewise deterministic Markov processes

◆Registration:
Those who wish to attend are required to register via the Google Form.
Please access the form using the QR code or the URL below:

URL:https://forms.gle/C3YhcZfwrT3h4GLg7

---Registration Deadline
May 21 (Thu)

✧✧Notes✧✧

Mathematics and Mathematical Sciences Global Lecture IV is a core course of the Mathematics and Mathematical Sciences Innovation Human Resource Development Program.

To receive course credit, registration through KULASIS is required.
(Course registration period for first-semester courses: April 17 (Fri) – April 20 (Mon))

Auditing is permitted even without KULASIS registration (limited to Kyoto University students).
Registration via the Google Form is still required.

For further details, including abstracts of each special lecture, please visit the program website:
https://www.math.kyoto-u.ac.jp/ja/ktgu/courses