
Instructor Introduction
-
박재석 교수
- POSTECH 수학과 (양자장론의수학적구성 전공) 부교수
- 2012 ~ 2017 기초과학연구원수리물리기하학단그룹리더
- 2005 ~ 2008 &2009 ~ 2012: 연세대수학과조교수, 부교수
- 2003 ~ 2004: 아인시타인석좌방문교수, 뉴욕시립대대학원센터
- 2001 ~ 2002: 사이먼스펠로우 &박사후연구원, 스토니브룩대학수학과&시엔양이론물리연구소
- 1999 ~ 2001: 박사후연구원, 콜럼비아대학물리학과 -
전보광 교수
- 포항공대 수학과 (3차원 기하 위상수학 전공) 조교수
- 컬럼비아 대학 Rit 조교수 (2014-2017)
- 브라운 대학 박사 후 연구원 (2013)
- 일리노이 대학 박사 (2013)
Lecture plan
-
CHAPTER 1: Line integrals
- Lecture Matarials 01
- Line integrals I
- Line integrals II
- Quiz 1
-
CHAPTER 2: Line integrals
- Lecture Matarials 02
- Path Independence and Conservative Fields I
- Path Independence and Conservative Fields II
- Quiz 2
-
CHAPTER 3: Green's theorem
- Lecture Matarials 03
- Green’s Theorem in the Plane I
- Green’s Theorem in the Plane II
- Quiz 3
-
CHAPTER 4: Parametrization of surfaces and surface integralsls
- Lecture Matarials 04
- Surface Parametrization
- Tangent plane
- Surface Area
- Quiz 4
-
CHAPTER 5: Stokes' theorem
- Lecture Matarials 05
- Curl
- Stokes’ Theorem
- Applications of Stokes’ Theorem
- Quiz 5
-
CHAPTER 6: Divergence theorem
- Lecture Matarials 06
- Divergence Theorem (Introduction)
- Divergence Theorem II
- Divergence Theroem (Applications)
- Quiz 6
-
CHAPTER 7: Applications
- Lecture Matarials 07
- Maxwell equations
-
CHAPTER 8
- Problem 01-02
- Problem 03-04
- Problem 05-07
- Problem 08-10
- Problem 11-13
Additional Info
 【참고 교재】
: Thomas' Calculus-Early Transcendentals, 12th edition 
  by George B. Thomas, Maurice D. Weir, Joel R. Hass 
【자주묻는질문】
1. 과제와 시험의 답안은 어떻게 제출하나요 ?
Ans :  스캔 혹은 사진을 찍어서 pdf 파일로 보내면 됩니다.
 
2. 과제와 시험의 답안을 제출시기보다 늦게 제출해도 되나요 ?
Ans : 제출 기한 내에 반드시 제출하여야 합니다.
 
3. 강의 내용 및 과제에 대한 질문은 어떻게 하나요 ?
Ans :  토론 게시판이나 조교 정민구(jmingoo@postech.ac.kr)로 질문하시면 됩니다.