Mathematical Logic (김준희)

Low-temperature Probability Theor

강연자 : 김선우 | 소속 : 고등과학원

 
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현재 Mathematical Logic (김준희)

강연자 : 김준희 | 소속 : 고등과학원




Complex Geometry (김신영)

강연자 : 김신영 | 소속 : 연세대학교




From mirror symmetry to enumerative geometry

강연자 : 오정석 | 소속 : 서울대학

There have been at least two surprising events to geometers in 80-90s that they had to admit physics really helps to solve classical problems in geometry. Donaldson proved the existence of exotic 4-dimensional Euclidean space using gauge theory and Givental counts rational curves in quintic threefolds using Feynman diagram in string theory. These events hugely popularised new mathematical topics such as mirror symmetry and enumerative geometry via moduli spaces. In this talk, we present what happened in this field in a past few decades and something happening right now.




2023-2 Differential Geometry (서동휘)

강연자 : 서동휘 | 소속 : 수학연구소

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2023-2 Minimal Surface Theory (이재훈)

강연자 : 이재훈 | 소속 : KIAS

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2023-2 Long-time Behavior of PDE (임덕우)

강연자 : 임덕우 | 소속 : KIAS

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2023-2 Mathematical Fluid Dynamics (김준하)

강연자 : 김준하 | 소속 : KIAS

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Universality of log-correlated fields

강연자 : 남경식 | 소속 : KAIST

A feature of log-correlation naturally appears in diverse objects such as random matrices, random discrete geometries and Riemann zeta function. In this talk, I will give an overview on the theory of log-correlated fields and talk about recent progress on it.

 

Maximal averages in harmonic analysis

강연자 : 이상혁 | 소속 : 서울대학교

This talk concerns maximal functions given by averages over some family of geometric objects. I will discuss the boundedness of those maximal functions on the Lebesgue spaces and its role in problems of harmonic analysis.