2022. 4. 28(목) ~ 29(금), Virtual Conference (운영본부: 서울대학교 시흥캠퍼스 컨벤션센터)
● 상설분과 발표 (Contributed Talks)
Talks are invited in any area of the mathematical sciences (Algebra, Analysis, Geometry, Topology, Probability and Statistics, Applied Mathematics(including AI, Data Science), Mathematical Education, Discrete Mathematics, Cryptology and etc.).
Session 
분과명 
주관교수 
Slot A 
Slot B 
Slot C 
Slot D 
Invited Lectures 
Invited Lectures 
AL 
대수학 
김영훈 

O 
O 

O 
O 
AN 
해석학 
김세익 
O 
O 
O 

O 
O 
GE 
기하학 
표준철 
O 
O 

O 

O 
TO 
위상수학 
김태희 
O 
O 
O 

O 

PS 
확률·통계학 
김경훈 
O 
O 


O 

AM 
응용수학(AI, Data Science 포함) 
O 
O 
O 


O 

ME 
수학교육 
김영록 



O 
O 

DM 
이산수학 
조수진 
O 
O 
O 

O 

CR 
암호학 
이주영 

O 
O 
O 

O 
● 집중세션 (Focus Sessions) 발표
Focus sessions are comprised of several invited talks on emerging or hot issues of mathematics subfields. Focus Sessions are organized by the organizers assigned by KMS. The titles and scopes of the focus sessions for this meeting are as follow:
Session 
세션명 
주관교수 
Slot D 
집중세션 
FS01 
우리 선현의 수학 
김영욱 

O 
우리나라는 매우 옛날부터 과학과 수학에 깊은 관심을 가지고 연구해왔다. 그 과정에서 수학을 정착시키고 발전시키는 데 큰 역할을 한 분들이 여럿 나왔다. 이 집중세션에서는 큰 업적을 낸 선현을 중심으로 우리 수학 발전의 변곡점이 된 역사 연구 결과를 발표한다. 

FS02 
기계학습과 편미분방정식 
정재훈 

O 
Machine learning (ML) techniques have become an important methodology in various areas of science and engineering. In just the past few years, the combined study of ML and PDEs have become an active area of mathematical research. ML approaches provide new insights into solution methods of PDEs and PDEs similarly help us to better understand ML principles. That is, ML algorithms not only provide a new methodology for solving PDEs, but also take inspiration from PDEs for improvement. ML also helps us to find hidden PDEs underlying natural phenomena. This session will introduce the recent progress of ML techniques for solving PDEs and datadriven PDEs through ML. 

FS03 
존내쉬의 수학적 유산 
김세익 
O 

1994년 노벨 경제학상 수상자이자 2015년 아벨상 수상자인 故 John F Nash 교수의 수학적 유산에 대한 집중세션을 개최한다. 특히 C1 isometric embedding과 Hilbert 19번째 문제와 관련한 내용으로 3인의 연사를 모시고 강연을 진행한다. 
● 특별세션 (Special Sessions) 발표
Each session is composed of a series of talks on a specific topic in any area of the mathematical science. Special Session and Contributed Talk will be respectively timetabled in a concurrent time slot. Talks are invited in any area of the mathematical science, with acceptance at the discretion of the organizers. If your talk falls under the heading of one of the special sessions already listed, please contact one of the session organizers before submitting an abstract, as special sessions have limited time slots.
Session 
세션명 
주관교수 
Slot A 
Slot B 
Slot C 
Slot D 
SS01 
해석적 정수론과 관련 주제들 
이윤복 
O 
O 


Analytic number theory is a branch of number theory and plays an important role in modern number theory using various analytical methods. In this special session, we will discuss the latest results on topics related to analytic number theory. 

SS02 
대수적 정수론과 그 응용에 대한 연구 
박철 


O 
O 
This special session focuses on various topics on algebraic number theory and its applications. We will share recent results in several topics related to algebraic number theory and exchange research ideas among them. 

SS03 
가환대수학과 결합대수학의 최신 성과 


O 
O 

One of the important research areas in Algebra, the ring theory, has been studied by two main areas: commutative rings and noncommutative rings. The ring theory has closed relationship with representation theory, homology, algebraic geometry, algebraic number theory, and is applied to cryptography or code theory. 

SS04 
재생핵 힐베르트 공간 상의 작용소론 

O 
O 


The session will be devoted, but not limited to the following topics: 

SS05 
비선형 동역학: 물리학의 입자 및 키네틱 모델 
O 
O 



We deal with mathematical analysis of partial differential equations in multiparticle system describing various types of interactions between particles, especially for the collision or alignment. 

SS06 
기체 방정식과 유체 방정식의 최신 동향 

O 



The session will focus on recent developments in the mathematical theory of kinetic and fluid equations. This section aims to gather researchers in this field to discuss the more recent advances in kinetic and fluid equations as well as some of the most significant applications. 

SS07 
함수해석학과 양자현상의 수학적 이해 

O 
O 


The origin of functional analysis traces back to the mathematical framework of quantum theory. In this special session, we would like to highlight the heritage of functional analysis, focusing on how we can use various branches of functional analysis to explain quantum phenomena. 

SS08 
다양체 상의 군 작용 
O 
O 

O 

The goal of this special session is to bring together researchers who use group actions on varieties in various fields (algebraic geometry, differential geometry, and topology), and to highlight interactions between these different viewpoints. 

SS09 
사교기하학으로의 초대 
이재혁 


O 
O 
In recent decades, symplectic geometry has gained attention and grown up as one major research area in geometry and topology. The cornerstones are holomorphic curves and Lagrangian submifolds, and the harmony of these leads us to another aspect of mathematics. In this special session, we have a taste of symplectic geometry along the bond between holomorphic curves and Lagrangian submifolds. We share the geometry of ingredients and the key recipes of Mirror Symmetry. 

SS10 
마르코프 과정의 열핵 
강재훈 


O 
O 
This special session will focus on heat kernel estimates for Markov processes and their applications. 

SS11 
응용대수 및 최적화 이론 
권순학 


O 
O 
The various fields of applied algebra are related to optimization theory, and in recent years they have been used in various applications such as big data, information theory, and the theory of computation. In addition, industrial mathematics, which has recently been in the limelight, is organically connected with the above mentioned research fields of mathematics, and it has also been originated from joint efforts to find solutions to many industrial problems. This special session is organized for a meeting place to explore the recent development in the fields of applied algebra, optimization theory and the theory of data analysis. 
● 포스터 (Poster Session) 발표
Presentations are invited in any area of the mathematical sciences (Algebra, Analysis, Geometry, Topology, Probability and Statistics, Applied Mathematics(including AI, Data Science), Mathematical Education, Discrete Mathematics, Cryptology and etc.).
1. 발표 분과
대수학, 해석학, 기하학, 위상수학, 확률통계학, 응용수학(AI, Data Science 포함), 수학교육, 이산수학, 암호학
(Algebra, Analysis, Geometry, Topology, Probability and Statistics, Applied Mathematics(including AI, Data Science), Mathematical Education, Discrete Mathematics, Cryptography
2. 온라인 게시 (자세한 내용은 추후 공지)
• 4월 28일(목)~29일(금) 학술대회 홈페이지에 게시 예정 (5분 설명 영상 필수 포함)
3. 주의사항
• 2022년 봄 연구발표회에서는 우수포스터상을 선정하지 않습니다.