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[GIST Science Culture Week] Conversation with the Speaker, Mathematics Lecture Series 1.2 (Nov 4-5/CollegeA Room223)

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  • REG_DATE : 2024.10.24
  • HIT : 13

Greetings,


The Division of Liberal Arts and Sciences is pleased to announce the and in celebration of the 2024 GIST Science Culture Week.

Details are as follows, and we encourage interested members to attend:



[Conversation with the Speaker]


Date: November 4 (Monday)

Time: 12:00 PM - 1:00 PM

Location: Room 223, Building A

Title: Job Experiences of Mathematicians and Physicists Born in the 1990s

Speakers: Professor Kim Min-ki (Division of Liberal Arts and Sciences), Dr. Ro Sunghan (Harvard University, Department of Physics)

Overview: This seminar will provide students with insights and advice based on the recent job search experiences of our speakers, particularly focusing on Dr. Roh Seung-han's perspective.

Target Audience: Students interested in minoring or majoring in mathematics, and physics students aiming for careers in mathematics or physics fields.


Registration Method: Please register in advance via the following link: Registration Link

https://docs.google.com/forms/d/e/1FAIpQLSesRVixBvhhh1zJkomASEBGJDr5NyEY6-O_F9MYBwpyeABIiQ/viewform(Click)


Note: Attendance is limited to those who register in advance. During registration, you will have the opportunity to submit questions related to academic career paths in mathematics and physics, which will primarily be addressed during the seminar.


We look forward to your participation!




[Mathematics Lecture Series 1] 


Date: November 4 (Monday)

Time: 16:30 PM - 17:30 PM

Location: Room 223, Building A

Title: Principles and recent developments in statistical mechanics

Speaker: Dr. Ro Sunghan (Harvard University, Department of Physics)

Abstract: In the Newtonian framework, the future trajectory of a physical system can be determined from its initial conditions using the equations of motion. However, the power of this formalism is limited to one- or two-body systems. For three or more bodies, the dynamics become chaotic, making precise predictions impossible. So, how do physicists calculate the properties of many-body systems, such as chemical mixtures or electronic devices? In this seminar, I will introduce the formalism of statistical mechanics, which tames chaotic behavior through combinatorial state number counting. I will also briefly explore recent developments that have deepened our understanding of nonequilibrium systems.

Target Audience: Students interested in minoring or majoring in mathematics, and physics students aiming for careers in mathematics or physics fields.


Registration Method: Please register in advance via the following link: Registration Link

https://docs.google.com/forms/d/e/1FAIpQLSdSGA6JS_3I1c987BHRP01bMaaVqpc9WKkqTjEIvnz3jO6SDg/viewform(Click)




[Mathematics Lecture Series 2]


Date: November 5 (Tuesday)

Time: 16:30 PM - 17:30 PM

Location: Room 223, Building A

Title: Wave turbulence and some well-posedness results

Speaker: Prof. La, Joonhyun (Korea Institute for Advanced Study(KIAS), School of Mathematics)

Abstract: Wave turbulence refers to the statistical theory of weakly nonlinear dispersive waves. In the weakly turbulent regime of a system of dispersive waves, its statistics can be described via a coarse-grained dynamics, governed by the kinetic wave equation. Remarkably, kinetic wave equations admit exact power-law solutions, called Kolmogorov-Zakharov spectra, which resemble Kolmogorov spectrum of hydrodynamic turbulence, and is often interpreted as a transient equilibrium between excitation and dissipation. In this talk, we will outline a local well-posedness result for kinetic wave equation for a toy model for wave turbulence. The result includes well-posedness near K-Z spectra, and demonstrates a surprising smoothing effect of the kinetic wave equation. The talk is based on the joint work with Pierre Germain (ICL) and Katherine Zhiyuan Zhang (Northeastern).

Target Audience: Students interested in minoring or majoring in mathematics, and physics students aiming for careers in mathematics or physics fields.


Registration Method: Please register in advance via the following link: Registration Link

https://docs.google.com/forms/d/e/1FAIpQLSc5t_Jz36KxA-YLKLqo3el8M6iT5QpQtIlDkCG0dCwoTLdrcQ/viewform(Click)



If we get a lot of attendees, we might need to change the lecture room due to capacity. We'll keep everyone updated about any changes if you’ve registered.



Thank you.

The Division of Liberal Arts and Sciences