Mini-Course: Mathematical Patterns: EEG Dynamics and Finite Field Combinatorics

Thời gian: 10:00 đến 17:00 Ngày 30/07/2026

Địa điểm: Vietnam Institute for Advanced Study in Mathematics (VIASM), 161 Huỳnh Thúc Kháng, Hanoi.

Objective

This one-day mini-course consists of three lectures covering two areas of current research. The first lecture presents an application of Dynamic Mode Decomposition to the extraction of discriminative high-frequency patterns from nonstationary EEG data, with an application to the classification of alcoholic and control groups. The second and third lectures focus on Fourier analysis over finite fields. They introduce the finite-field restriction problem and the Erd\H{o}s--Falconer distance problem, explain the connections between them, and discuss consequences of Fourier hypotheses for distance problems, additive combinatorics, and families of cryptographic functions. 

Expected participants: Senior undergraduate students, graduate students, or junior researchers.

Lecturers

• Hunseok Kang, American University of the Middle East, Kuwait;
• Doowon Koh, Chungbuk National University, Korea;
• Steven Senger, Missouri State University, USA.

Scientific Committee

• Lê Minh Hà, Vietnam Institute for Advanced Study in Mathematics (VIASM);
• Trần Thế Dũng, VNU University of Science, Hanoi, Vietnam;
• Lê Quang Hàm, The Vietnam National Institute of Educational Sciences.

Format: In-person

Language: English

Registration: Registration is free but compulsory.

Registration link: Here

Deadline for registration: July 28, 2026

Contact

Dr. Tran The Dung, tranthedung56@gmail.com

Mr. Nguyen Hoang Dat Phi, nhdphi@viasm.edu.vn