• 
  손영환

  - POSTECH 수학과 (ergodic theory 전공) 조교수
  - 전, KIAS, Postdoc, Weizmann Institute, Postdoc

• 
  이동현

  - 포항공대 수학과 (편미분 방정식 전공) 조교수
  - 위스콘신 매디슨 대학교 초빙조교수 (2015-2018)
  - 뉴욕대학교 박사 (2015)
  - Non-convex 영역에서 볼츠만 방정식의 평형상태 수렴 (Arch. Rational Mech. Anal, 2018)
  - Convex 도메인에서 볼츠만 방정식의 점근적 안정성 (Comm. Pure Appl. Math, 2018)
  - 자유경계를 가진 Magnetohydrodynamics의 해의 존재성 (SIAM J. Math Anal, 2017)

1. CHAPTER 1 The Laplace Transform
   1. Laplace Transform
   1. Solution of Initial Value Problems
   1. Step Functions
2. CHAPTER 2 The Laplace Transform
   1. Discontinuous Forcing Functions
   1. Impulse Functions
   1. Convolution Integral
3. CHAPTER 3 Systems of First-Order Linear Equations
   1. Matrices
   1. Systems of Linear Equations and Linear Independence
   1. Basic Theory of Systems of Linear Equations
4. CHAPTER 4 Systems of First-Order Linear Equations
   1. Homogeneous Linear System with Constant Coefficients
   1. Eigenvalues and Fundamental Matrices
   1. Repeated Eigenvalues
5. CHAPTER 5 Partial Differential Equations and Fourier Series
   1. Two-Point Boundary Value Problems
   1. Fourier Series
   1. Fourier Convergence Theorem
6. CHAPTER 6 Partial Differential Equations and Fourier Series
   1. Separation of Variables and Heat Equation
   1. Other Heat Equation Problems
   1. Wave Equation I
7. CHAPTER 7 Partial Differential Equations and Fourier Series
   1. Wave Equation II
   1. Laplace Equation I
   1. Laplace Equation II
8. Final exam
   1. Final exam - 1
   1. Final exam - 2

교재: 교재 없음 (강의노트 제공)